>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Setting up parameters... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> problem_type = unsteady Project name = unsteady >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Reading the grid and boundary condition files... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> Reading the grid file....unsteady.grid Total numbers: nodes = 10201 triangles = 20000 quads = 0 Boundary nodes: segments = 4 boundary 1 bnodes = 101 bfaces = 100 boundary 2 bnodes = 101 bfaces = 100 boundary 3 bnodes = 101 bfaces = 100 boundary 4 bnodes = 101 bfaces = 100 Reading the boundary condition file....unsteady.bcmap Boundary conditions: boundary 1 bc_type = dirichlet_all boundary 2 bc_type = dirichlet_all boundary 3 bc_type = dirichlet_all boundary 4 bc_type = dirichlet_all >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Constructing grid data... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> Constructing grid data.... --- Node neighbor data: --- 2 neighbors for the node = 101 --- 2 neighbors for the node = 10101 ave_nghbr = 5 min_nghbr = 2 at node 101 max_nghbr = 6 at node 103 Generating CC scheme data...... --- Vertex-neighbor data: ave_nghbr = 11 min_nghbr = 3 elm = 199 max_nghbr = 12 elm = 203 >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Allocating arrays... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Checking the grid data... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> Checking grid data.... --- Max sum of directed area vector around a node: max(sum_dav_i_x) = 5.5511151231257827E-017 max(sum_dav_i_y) = 1.1145598333150986E-016 --- Global sum of the directed area vector: sum of dav_x = 6.505E-18 sum of dav_y = -1.279E-17 --- Global sum of the boundary face vector: sum of bfn_x = 0.000E+00 sum of bfn_y = 0.000E+00 minimum element volume = 8.703516205504653E-06 maximum element volume = 9.855427903551935E-05 average element volume = 5.000000000000013E-05 minimum dual volume = 1.666666666666657E-05 maximum dual volume = 1.411340903301908E-04 average dual volume = 9.802960494069166E-05 ------ Skewness check (NC control volume) ---------- L1(e_dot_n) = 0.89919296047423414 Min(e_dot_n) = 0.25715140278004278 Max(e_dot_n) = 0.99999999960856023 ---------------------------------------------------- ------ Aspect ratio check (NC control volume) ---------- Interior nodes only L1(AR) = 1.2322459880183307 Min(AR) = 1.0286601935191120 Max(AR) = 1.8335032298107199 Boundary nodes only L1(AR) = 1.1467185139007623 Min(AR) = 1.0000000000000009 Max(AR) = 1.3590049057797475 -------------------------------------------------------- Grid data look good! >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Computing LSQ coefficients (at nodes)... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> Constructing LSQ coefficients... ---(1) Constructing Linear LSQ coefficients... ---(2) Constructing Quadratic LSQ coefficients... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Checking the LSQ coefficients... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> --------------------------------------------------------- --------------------------------------------------------- - Checking Linear LSQ gradients... - Storing a linear function values... - Computing linear LSQ gradients.. - Computing the relative errors (L_infinity).. Max relative error in ux = 3.8080649744642869E-014 Max relative error in uy = 2.0428103653102880E-014 --------------------------------------------------------- --------------------------------------------------------- --------------------------------------------------------- --------------------------------------------------------- - Checking Quadratic LSQ gradients... - Storing a quadratic function values... - Computing quadratic LSQ gradients.. - Computing the relative errors (L_infinity).. Max relative error in ux = 4.104E-12 at (x,y) = 9.41689E-01 2.48354E-01 At this location, LSQ ux = 1.7658241984E-01: Exact ux = 1.7658241984E-01 Max relative error in uy = 4.151E-12 at (x,y) = 7.94332E-02 5.00636E-01 At this location, LSQ uy = 7.7036694549E-02: Exact uy = 7.7036694549E-02 --------------------------------------------------------- --------------------------------------------------------- >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Setting initial and exact solutions... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> Writing an initial solution Tecplot fileunsteady_nc_tecplot_0.dat ... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Starting physical time stepping... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> *********************************************************************************** Time step = 1 : dt = 1.0000000000000001E-005 We're now going to compute the solution at t = 1.0000000000000001E-005 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 0.00E+00 steps= 0 L1(res)= 6.67E-06 2.68E-06 2.27E-06 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 5:7.24E-02 - preconditioner: GS(sweeps:cr) 5:8.89E-02 - preconditioner: GS(sweeps:cr) 6:8.41E-02 - preconditioner: GS(sweeps:cr) 6:8.48E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.98E-08 7.82E-08 7.63E-08 GCR(projections:sweeps:cr)= 4: 22:7.24E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 7:8.09E-02 - preconditioner: GS(sweeps:cr) 7:8.52E-02 - preconditioner: GS(sweeps:cr) 7:7.96E-02 - preconditioner: GS(sweeps:cr) 7:9.22E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.11E-09 3.93E-09 3.55E-09 c.r.: 0.0561 0.0502 0.0465 GCR(projections:sweeps:cr)= 4: 28:4.01E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 7:9.53E-02 - preconditioner: GS(sweeps:cr) 7:9.73E-02 - preconditioner: GS(sweeps:cr) 7:8.27E-02 - preconditioner: GS(sweeps:cr) 8:8.92E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.88E-11 2.48E-10 2.45E-10 c.r.: 0.0530 0.0632 0.0690 GCR(projections:sweeps:cr)= 4: 29:5.55E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.88E-11 2.48E-10 2.45E-10 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 2 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 1.0010000000000000E-002 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 1.28E-05 2.48E-10 2.45E-10 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 8:8.59E-02 - preconditioner: GS(sweeps:cr) 8:7.70E-02 - preconditioner: GS(sweeps:cr) 8:9.25E-02 - preconditioner: GS(sweeps:cr) 8:9.56E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 5.80E-09 2.40E-08 2.30E-08 GCR(projections:sweeps:cr)= 4: 32:1.16E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.12E-02 - preconditioner: GS(sweeps:cr) 8:8.71E-02 - preconditioner: GS(sweeps:cr) 8:9.64E-02 - preconditioner: GS(sweeps:cr) 8:9.58E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.72E-10 9.76E-10 9.52E-10 c.r.: 0.0469 0.0406 0.0415 GCR(projections:sweeps:cr)= 4: 33:2.90E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 8:8.85E-02 - preconditioner: GS(sweeps:cr) 7:9.87E-02 - preconditioner: GS(sweeps:cr) 8:9.04E-02 - preconditioner: GS(sweeps:cr) 8:8.37E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.08E-11 3.74E-11 3.73E-11 c.r.: 0.0396 0.0384 0.0391 GCR(projections:sweeps:cr)= 4: 31:3.73E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.08E-11 3.74E-11 3.73E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 3 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 2.0010000000000000E-002 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 8.61E-06 3.74E-11 3.73E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 8:9.84E-02 - preconditioner: GS(sweeps:cr) 8:8.59E-02 - preconditioner: GS(sweeps:cr) 9:8.17E-02 - preconditioner: GS(sweeps:cr) 8:9.85E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 3.60E-09 2.09E-08 1.97E-08 GCR(projections:sweeps:cr)= 4: 33:1.48E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.94E-02 - preconditioner: GS(sweeps:cr) 8:8.56E-02 - preconditioner: GS(sweeps:cr) 9:8.24E-02 - preconditioner: GS(sweeps:cr) 8:9.83E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.28E-10 7.78E-10 7.68E-10 c.r.: 0.0632 0.0372 0.0389 GCR(projections:sweeps:cr)= 4: 34:2.84E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 8:9.34E-02 - preconditioner: GS(sweeps:cr) 8:7.95E-02 - preconditioner: GS(sweeps:cr) 8:9.25E-02 - preconditioner: GS(sweeps:cr) 8:9.18E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.14E-11 3.19E-11 3.18E-11 c.r.: 0.0502 0.0410 0.0414 GCR(projections:sweeps:cr)= 4: 32:4.01E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.14E-11 3.19E-11 3.18E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 4 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 3.0010000000000002E-002 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 7.75E-06 3.19E-11 3.18E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.43E-02 - preconditioner: GS(sweeps:cr) 8:8.98E-02 - preconditioner: GS(sweeps:cr) 9:8.70E-02 - preconditioner: GS(sweeps:cr) 9:8.11E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 3.34E-09 1.77E-08 1.70E-08 GCR(projections:sweeps:cr)= 4: 35:1.46E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.17E-02 - preconditioner: GS(sweeps:cr) 8:8.32E-02 - preconditioner: GS(sweeps:cr) 9:8.68E-02 - preconditioner: GS(sweeps:cr) 8:9.92E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.87E-10 6.67E-10 6.74E-10 c.r.: 0.0559 0.0377 0.0396 GCR(projections:sweeps:cr)= 4: 34:2.89E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 8:9.59E-02 - preconditioner: GS(sweeps:cr) 8:8.28E-02 - preconditioner: GS(sweeps:cr) 8:9.88E-02 - preconditioner: GS(sweeps:cr) 8:9.53E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 9.66E-12 3.00E-11 3.09E-11 c.r.: 0.0518 0.0450 0.0459 GCR(projections:sweeps:cr)= 4: 32:4.40E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 9.66E-12 3.00E-11 3.09E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 5 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 4.0010000000000004E-002 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 7.16E-06 3.00E-11 3.09E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.95E-02 - preconditioner: GS(sweeps:cr) 8:9.41E-02 - preconditioner: GS(sweeps:cr) 9:8.99E-02 - preconditioner: GS(sweeps:cr) 9:8.54E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.91E-09 1.56E-08 1.51E-08 GCR(projections:sweeps:cr)= 4: 35:1.46E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.02E-02 - preconditioner: GS(sweeps:cr) 8:8.24E-02 - preconditioner: GS(sweeps:cr) 9:9.03E-02 - preconditioner: GS(sweeps:cr) 9:8.30E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.67E-10 5.72E-10 5.87E-10 c.r.: 0.0574 0.0366 0.0390 GCR(projections:sweeps:cr)= 4: 35:2.84E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 8:9.27E-02 - preconditioner: GS(sweeps:cr) 8:8.35E-02 - preconditioner: GS(sweeps:cr) 8:1.00E-01 - preconditioner: GS(sweeps:cr) 8:9.74E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 8.49E-12 2.63E-11 2.80E-11 c.r.: 0.0509 0.0459 0.0477 GCR(projections:sweeps:cr)= 4: 32:4.46E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 8.49E-12 2.63E-11 2.80E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 6 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 5.0010000000000006E-002 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 6.69E-06 2.63E-11 2.80E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.55E-02 - preconditioner: GS(sweeps:cr) 9:8.00E-02 - preconditioner: GS(sweeps:cr) 9:9.76E-02 - preconditioner: GS(sweeps:cr) 9:8.91E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.28E-09 1.39E-08 1.35E-08 GCR(projections:sweeps:cr)= 4: 36:1.42E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.16E-02 - preconditioner: GS(sweeps:cr) 8:8.44E-02 - preconditioner: GS(sweeps:cr) 9:9.40E-02 - preconditioner: GS(sweeps:cr) 9:8.73E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.45E-10 4.79E-10 4.94E-10 c.r.: 0.0636 0.0346 0.0366 GCR(projections:sweeps:cr)= 4: 35:2.70E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 8:9.52E-02 - preconditioner: GS(sweeps:cr) 8:8.61E-02 - preconditioner: GS(sweeps:cr) 9:8.37E-02 - preconditioner: GS(sweeps:cr) 8:9.81E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 7.08E-12 2.14E-11 2.31E-11 c.r.: 0.0487 0.0448 0.0467 GCR(projections:sweeps:cr)= 4: 33:4.30E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 7.08E-12 2.14E-11 2.31E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 7 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 6.0010000000000008E-002 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 6.36E-06 2.14E-11 2.31E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.15E-02 - preconditioner: GS(sweeps:cr) 9:8.13E-02 - preconditioner: GS(sweeps:cr) 9:9.87E-02 - preconditioner: GS(sweeps:cr) 9:9.19E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.05E-09 1.17E-08 1.14E-08 GCR(projections:sweeps:cr)= 4: 37:1.29E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.45E-02 - preconditioner: GS(sweeps:cr) 8:9.32E-02 - preconditioner: GS(sweeps:cr) 9:9.61E-02 - preconditioner: GS(sweeps:cr) 9:9.17E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.16E-10 4.02E-10 4.04E-10 c.r.: 0.0565 0.0344 0.0355 GCR(projections:sweeps:cr)= 4: 35:2.62E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.06E-02 - preconditioner: GS(sweeps:cr) 8:8.43E-02 - preconditioner: GS(sweeps:cr) 9:8.95E-02 - preconditioner: GS(sweeps:cr) 9:8.08E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 4.52E-12 1.56E-11 1.65E-11 c.r.: 0.0391 0.0388 0.0408 GCR(projections:sweeps:cr)= 4: 35:3.75E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 4.52E-12 1.56E-11 1.65E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 8 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 7.0010000000000003E-002 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 6.00E-06 1.56E-11 1.65E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.53E-02 - preconditioner: GS(sweeps:cr) 9:8.46E-02 - preconditioner: GS(sweeps:cr) 10:8.25E-02 - preconditioner: GS(sweeps:cr) 9:9.41E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.81E-09 1.05E-08 1.01E-08 GCR(projections:sweeps:cr)= 4: 38:1.22E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.11E-02 - preconditioner: GS(sweeps:cr) 9:8.04E-02 - preconditioner: GS(sweeps:cr) 9:9.99E-02 - preconditioner: GS(sweeps:cr) 9:9.67E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.05E-10 3.65E-10 3.63E-10 c.r.: 0.0577 0.0346 0.0360 GCR(projections:sweeps:cr)= 4: 37:2.63E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.68E-02 - preconditioner: GS(sweeps:cr) 8:9.19E-02 - preconditioner: GS(sweeps:cr) 9:9.30E-02 - preconditioner: GS(sweeps:cr) 9:8.52E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 3.57E-12 1.24E-11 1.26E-11 c.r.: 0.0341 0.0339 0.0347 GCR(projections:sweeps:cr)= 4: 35:3.11E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 3.57E-12 1.24E-11 1.26E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 9 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 8.0009999999999998E-002 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 5.74E-06 1.24E-11 1.26E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.85E-02 - preconditioner: GS(sweeps:cr) 9:8.79E-02 - preconditioner: GS(sweeps:cr) 10:8.54E-02 - preconditioner: GS(sweeps:cr) 9:9.69E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.65E-09 9.65E-09 9.44E-09 GCR(projections:sweeps:cr)= 4: 38:1.21E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.70E-02 - preconditioner: GS(sweeps:cr) 9:8.69E-02 - preconditioner: GS(sweeps:cr) 10:8.46E-02 - preconditioner: GS(sweeps:cr) 9:9.93E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 9.86E-11 3.50E-10 3.42E-10 c.r.: 0.0598 0.0363 0.0362 GCR(projections:sweeps:cr)= 4: 38:2.77E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.32E-02 - preconditioner: GS(sweeps:cr) 8:9.89E-02 - preconditioner: GS(sweeps:cr) 9:9.45E-02 - preconditioner: GS(sweeps:cr) 9:8.92E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 4.44E-12 1.45E-11 1.44E-11 c.r.: 0.0450 0.0415 0.0422 GCR(projections:sweeps:cr)= 4: 35:4.33E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 4.44E-12 1.45E-11 1.44E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 10 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 9.0009999999999993E-002 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 5.50E-06 1.45E-11 1.44E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.98E-02 - preconditioner: GS(sweeps:cr) 9:8.99E-02 - preconditioner: GS(sweeps:cr) 10:8.68E-02 - preconditioner: GS(sweeps:cr) 9:9.87E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.52E-09 9.07E-09 8.98E-09 GCR(projections:sweeps:cr)= 4: 38:1.23E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.02E-02 - preconditioner: GS(sweeps:cr) 9:9.04E-02 - preconditioner: GS(sweeps:cr) 10:8.78E-02 - preconditioner: GS(sweeps:cr) 10:8.39E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 9.70E-11 3.48E-10 3.34E-10 c.r.: 0.0637 0.0384 0.0372 GCR(projections:sweeps:cr)= 4: 39:2.97E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.16E-02 - preconditioner: GS(sweeps:cr) 8:9.93E-02 - preconditioner: GS(sweeps:cr) 9:9.23E-02 - preconditioner: GS(sweeps:cr) 9:9.12E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.31E-12 1.80E-11 1.76E-11 c.r.: 0.0547 0.0517 0.0525 GCR(projections:sweeps:cr)= 4: 35:5.03E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.31E-12 1.80E-11 1.76E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 11 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.10000999999999999 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 5.30E-06 1.80E-11 1.76E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.04E-02 - preconditioner: GS(sweeps:cr) 9:9.10E-02 - preconditioner: GS(sweeps:cr) 10:8.79E-02 - preconditioner: GS(sweeps:cr) 10:8.08E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.41E-09 8.66E-09 8.64E-09 GCR(projections:sweeps:cr)= 4: 39:1.26E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.96E-02 - preconditioner: GS(sweeps:cr) 9:9.00E-02 - preconditioner: GS(sweeps:cr) 10:8.79E-02 - preconditioner: GS(sweeps:cr) 10:8.47E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 9.96E-11 3.48E-10 3.33E-10 c.r.: 0.0708 0.0402 0.0385 GCR(projections:sweeps:cr)= 4: 39:3.11E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.96E-02 - preconditioner: GS(sweeps:cr) 8:9.71E-02 - preconditioner: GS(sweeps:cr) 9:9.28E-02 - preconditioner: GS(sweeps:cr) 9:9.22E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.65E-12 1.94E-11 1.91E-11 c.r.: 0.0568 0.0558 0.0573 GCR(projections:sweeps:cr)= 4: 35:5.13E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.65E-12 1.94E-11 1.91E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 12 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.11000999999999998 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 5.12E-06 1.94E-11 1.91E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.20E-02 - preconditioner: GS(sweeps:cr) 9:9.20E-02 - preconditioner: GS(sweeps:cr) 10:8.89E-02 - preconditioner: GS(sweeps:cr) 10:8.19E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.32E-09 8.23E-09 8.15E-09 GCR(projections:sweeps:cr)= 4: 39:1.28E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.91E-02 - preconditioner: GS(sweeps:cr) 9:8.78E-02 - preconditioner: GS(sweeps:cr) 10:8.87E-02 - preconditioner: GS(sweeps:cr) 10:8.52E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 9.87E-11 3.34E-10 3.19E-10 c.r.: 0.0748 0.0406 0.0392 GCR(projections:sweeps:cr)= 4: 39:3.18E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.66E-02 - preconditioner: GS(sweeps:cr) 8:9.40E-02 - preconditioner: GS(sweeps:cr) 9:9.24E-02 - preconditioner: GS(sweeps:cr) 9:8.87E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.70E-12 1.91E-11 1.91E-11 c.r.: 0.0578 0.0572 0.0597 GCR(projections:sweeps:cr)= 4: 35:5.07E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.70E-12 1.91E-11 1.91E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 13 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.12000999999999998 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 4.96E-06 1.91E-11 1.91E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.47E-02 - preconditioner: GS(sweeps:cr) 9:9.45E-02 - preconditioner: GS(sweeps:cr) 10:8.98E-02 - preconditioner: GS(sweeps:cr) 10:8.21E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.26E-09 7.65E-09 7.56E-09 GCR(projections:sweeps:cr)= 4: 39:1.27E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.68E-02 - preconditioner: GS(sweeps:cr) 9:8.52E-02 - preconditioner: GS(sweeps:cr) 10:8.92E-02 - preconditioner: GS(sweeps:cr) 10:8.51E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 9.44E-11 3.07E-10 2.97E-10 c.r.: 0.0750 0.0401 0.0393 GCR(projections:sweeps:cr)= 4: 39:3.20E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.59E-02 - preconditioner: GS(sweeps:cr) 8:9.25E-02 - preconditioner: GS(sweeps:cr) 9:9.23E-02 - preconditioner: GS(sweeps:cr) 9:8.66E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.56E-12 1.79E-11 1.80E-11 c.r.: 0.0589 0.0582 0.0605 GCR(projections:sweeps:cr)= 4: 35:5.04E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.56E-12 1.79E-11 1.80E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 14 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.13000999999999999 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 4.80E-06 1.79E-11 1.80E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.75E-02 - preconditioner: GS(sweeps:cr) 9:9.71E-02 - preconditioner: GS(sweeps:cr) 10:9.06E-02 - preconditioner: GS(sweeps:cr) 10:8.29E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.19E-09 6.98E-09 6.93E-09 GCR(projections:sweeps:cr)= 4: 39:1.22E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.51E-02 - preconditioner: GS(sweeps:cr) 9:8.42E-02 - preconditioner: GS(sweeps:cr) 10:8.82E-02 - preconditioner: GS(sweeps:cr) 10:8.50E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 8.63E-11 2.75E-10 2.69E-10 c.r.: 0.0724 0.0394 0.0388 GCR(projections:sweeps:cr)= 4: 39:3.20E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.66E-02 - preconditioner: GS(sweeps:cr) 8:9.27E-02 - preconditioner: GS(sweeps:cr) 9:9.35E-02 - preconditioner: GS(sweeps:cr) 9:8.74E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.17E-12 1.61E-11 1.64E-11 c.r.: 0.0599 0.0586 0.0611 GCR(projections:sweeps:cr)= 4: 35:5.04E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.17E-12 1.61E-11 1.64E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 15 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.14001000000000000 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 4.67E-06 1.61E-11 1.64E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.29E-02 - preconditioner: GS(sweeps:cr) 9:9.76E-02 - preconditioner: GS(sweeps:cr) 10:8.98E-02 - preconditioner: GS(sweeps:cr) 10:8.43E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.27E-09 6.11E-09 6.19E-09 GCR(projections:sweeps:cr)= 4: 40:1.13E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.22E-02 - preconditioner: GS(sweeps:cr) 9:8.45E-02 - preconditioner: GS(sweeps:cr) 10:8.60E-02 - preconditioner: GS(sweeps:cr) 10:8.35E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 7.16E-11 2.40E-10 2.35E-10 c.r.: 0.0562 0.0393 0.0380 GCR(projections:sweeps:cr)= 4: 39:3.24E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.77E-02 - preconditioner: GS(sweeps:cr) 8:9.52E-02 - preconditioner: GS(sweeps:cr) 9:9.58E-02 - preconditioner: GS(sweeps:cr) 9:9.04E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 4.65E-12 1.39E-11 1.43E-11 c.r.: 0.0649 0.0577 0.0608 GCR(projections:sweeps:cr)= 4: 35:5.07E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 4.65E-12 1.39E-11 1.43E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 16 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.15001000000000000 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 4.54E-06 1.39E-11 1.43E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.46E-02 - preconditioner: GS(sweeps:cr) 10:8.12E-02 - preconditioner: GS(sweeps:cr) 10:9.25E-02 - preconditioner: GS(sweeps:cr) 10:8.50E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.10E-09 5.66E-09 5.67E-09 GCR(projections:sweeps:cr)= 4: 41:1.06E-03 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.35E-02 - preconditioner: GS(sweeps:cr) 9:8.75E-02 - preconditioner: GS(sweeps:cr) 10:8.62E-02 - preconditioner: GS(sweeps:cr) 10:8.21E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 6.35E-11 2.05E-10 2.05E-10 c.r.: 0.0580 0.0362 0.0362 GCR(projections:sweeps:cr)= 4: 39:3.07E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.90E-02 - preconditioner: GS(sweeps:cr) 8:9.56E-02 - preconditioner: GS(sweeps:cr) 9:9.64E-02 - preconditioner: GS(sweeps:cr) 9:9.20E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 3.71E-12 1.17E-11 1.19E-11 c.r.: 0.0584 0.0569 0.0577 GCR(projections:sweeps:cr)= 4: 35:5.00E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 3.71E-12 1.17E-11 1.19E-11 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 17 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.16001000000000001 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 4.42E-06 1.17E-11 1.19E-11 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.66E-02 - preconditioner: GS(sweeps:cr) 10:8.41E-02 - preconditioner: GS(sweeps:cr) 10:9.28E-02 - preconditioner: GS(sweeps:cr) 10:8.74E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.04E-09 5.15E-09 5.24E-09 GCR(projections:sweeps:cr)= 4: 41:9.85E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.44E-02 - preconditioner: GS(sweeps:cr) 9:9.19E-02 - preconditioner: GS(sweeps:cr) 10:8.64E-02 - preconditioner: GS(sweeps:cr) 10:8.22E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.21E-11 1.74E-10 1.78E-10 c.r.: 0.0501 0.0338 0.0339 GCR(projections:sweeps:cr)= 4: 39:2.84E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.93E-02 - preconditioner: GS(sweeps:cr) 8:9.63E-02 - preconditioner: GS(sweeps:cr) 9:9.76E-02 - preconditioner: GS(sweeps:cr) 9:9.36E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.98E-12 9.32E-12 9.52E-12 c.r.: 0.0571 0.0536 0.0536 GCR(projections:sweeps:cr)= 4: 35:4.89E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.98E-12 9.32E-12 9.52E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 18 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.17001000000000002 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 4.31E-06 9.32E-12 9.52E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.84E-02 - preconditioner: GS(sweeps:cr) 10:8.71E-02 - preconditioner: GS(sweeps:cr) 10:9.30E-02 - preconditioner: GS(sweeps:cr) 10:9.07E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.00E-09 4.82E-09 4.85E-09 GCR(projections:sweeps:cr)= 4: 41:9.27E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.64E-02 - preconditioner: GS(sweeps:cr) 9:9.43E-02 - preconditioner: GS(sweeps:cr) 10:8.72E-02 - preconditioner: GS(sweeps:cr) 10:8.28E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.19E-11 1.47E-10 1.48E-10 c.r.: 0.0418 0.0306 0.0306 GCR(projections:sweeps:cr)= 4: 39:2.47E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:8.94E-02 - preconditioner: GS(sweeps:cr) 8:9.72E-02 - preconditioner: GS(sweeps:cr) 9:9.91E-02 - preconditioner: GS(sweeps:cr) 9:9.67E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.13E-12 6.83E-12 6.92E-12 c.r.: 0.0508 0.0464 0.0466 GCR(projections:sweeps:cr)= 4: 35:4.50E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.13E-12 6.83E-12 6.92E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 19 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.18001000000000003 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 4.21E-06 6.83E-12 6.92E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.03E-02 - preconditioner: GS(sweeps:cr) 10:8.98E-02 - preconditioner: GS(sweeps:cr) 10:9.41E-02 - preconditioner: GS(sweeps:cr) 10:9.41E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 9.62E-10 4.59E-09 4.50E-09 GCR(projections:sweeps:cr)= 4: 41:8.83E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.89E-02 - preconditioner: GS(sweeps:cr) 9:9.61E-02 - preconditioner: GS(sweeps:cr) 10:8.81E-02 - preconditioner: GS(sweeps:cr) 10:8.49E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.59E-11 1.29E-10 1.27E-10 c.r.: 0.0373 0.0281 0.0283 GCR(projections:sweeps:cr)= 4: 39:2.22E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.36E-02 - preconditioner: GS(sweeps:cr) 9:8.11E-02 - preconditioner: GS(sweeps:cr) 10:8.19E-02 - preconditioner: GS(sweeps:cr) 9:9.77E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.41E-12 4.74E-12 4.58E-12 c.r.: 0.0394 0.0367 0.0360 GCR(projections:sweeps:cr)= 4: 37:3.31E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.41E-12 4.74E-12 4.58E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 20 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.19001000000000004 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 4.11E-06 4.74E-12 4.58E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.19E-02 - preconditioner: GS(sweeps:cr) 10:9.19E-02 - preconditioner: GS(sweeps:cr) 10:9.59E-02 - preconditioner: GS(sweeps:cr) 10:9.70E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 9.09E-10 4.34E-09 4.24E-09 GCR(projections:sweeps:cr)= 4: 41:8.48E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.09E-02 - preconditioner: GS(sweeps:cr) 9:9.70E-02 - preconditioner: GS(sweeps:cr) 10:8.95E-02 - preconditioner: GS(sweeps:cr) 10:8.69E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.41E-11 1.28E-10 1.24E-10 c.r.: 0.0376 0.0295 0.0292 GCR(projections:sweeps:cr)= 4: 39:2.34E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.74E-02 - preconditioner: GS(sweeps:cr) 9:8.38E-02 - preconditioner: GS(sweeps:cr) 10:8.33E-02 - preconditioner: GS(sweeps:cr) 9:9.76E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.55E-12 5.18E-12 5.22E-12 c.r.: 0.0455 0.0405 0.0422 GCR(projections:sweeps:cr)= 4: 37:3.90E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.55E-12 5.18E-12 5.22E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 21 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.20001000000000005 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 4.02E-06 5.18E-12 5.22E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.41E-02 - preconditioner: GS(sweeps:cr) 10:9.33E-02 - preconditioner: GS(sweeps:cr) 10:9.65E-02 - preconditioner: GS(sweeps:cr) 10:9.89E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 8.41E-10 4.04E-09 3.99E-09 GCR(projections:sweeps:cr)= 4: 41:8.14E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.25E-02 - preconditioner: GS(sweeps:cr) 9:9.75E-02 - preconditioner: GS(sweeps:cr) 10:9.13E-02 - preconditioner: GS(sweeps:cr) 10:8.76E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.45E-11 1.33E-10 1.27E-10 c.r.: 0.0410 0.0328 0.0319 GCR(projections:sweeps:cr)= 4: 39:2.70E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.93E-02 - preconditioner: GS(sweeps:cr) 9:8.33E-02 - preconditioner: GS(sweeps:cr) 10:8.52E-02 - preconditioner: GS(sweeps:cr) 9:9.85E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.90E-12 6.21E-12 6.22E-12 c.r.: 0.0550 0.0468 0.0488 GCR(projections:sweeps:cr)= 4: 37:4.47E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.90E-12 6.21E-12 6.22E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 22 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.21001000000000006 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.94E-06 6.21E-12 6.22E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.48E-02 - preconditioner: GS(sweeps:cr) 10:9.51E-02 - preconditioner: GS(sweeps:cr) 10:9.73E-02 - preconditioner: GS(sweeps:cr) 10:9.90E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 7.68E-10 3.73E-09 3.72E-09 GCR(projections:sweeps:cr)= 4: 41:7.77E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.45E-02 - preconditioner: GS(sweeps:cr) 9:9.60E-02 - preconditioner: GS(sweeps:cr) 10:9.20E-02 - preconditioner: GS(sweeps:cr) 10:8.88E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.51E-11 1.35E-10 1.29E-10 c.r.: 0.0457 0.0361 0.0346 GCR(projections:sweeps:cr)= 4: 39:3.06E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.07E-02 - preconditioner: GS(sweeps:cr) 9:8.34E-02 - preconditioner: GS(sweeps:cr) 10:8.66E-02 - preconditioner: GS(sweeps:cr) 9:9.90E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.06E-12 6.72E-12 6.70E-12 c.r.: 0.0587 0.0498 0.0521 GCR(projections:sweeps:cr)= 4: 38:4.57E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.06E-12 6.72E-12 6.70E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 23 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.22001000000000007 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.86E-06 6.72E-12 6.70E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.64E-02 - preconditioner: GS(sweeps:cr) 10:9.76E-02 - preconditioner: GS(sweeps:cr) 10:9.82E-02 - preconditioner: GS(sweeps:cr) 10:9.85E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.93E-10 3.44E-09 3.44E-09 GCR(projections:sweeps:cr)= 4: 41:7.36E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.61E-02 - preconditioner: GS(sweeps:cr) 9:9.45E-02 - preconditioner: GS(sweeps:cr) 10:9.23E-02 - preconditioner: GS(sweeps:cr) 10:8.90E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.50E-11 1.33E-10 1.28E-10 c.r.: 0.0505 0.0387 0.0371 GCR(projections:sweeps:cr)= 4: 39:3.35E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.09E-02 - preconditioner: GS(sweeps:cr) 9:8.43E-02 - preconditioner: GS(sweeps:cr) 10:8.68E-02 - preconditioner: GS(sweeps:cr) 9:9.81E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.09E-12 6.83E-12 6.83E-12 c.r.: 0.0597 0.0512 0.0535 GCR(projections:sweeps:cr)= 4: 38:4.58E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.09E-12 6.83E-12 6.83E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 24 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.23001000000000008 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.79E-06 6.83E-12 6.83E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.78E-02 - preconditioner: GS(sweeps:cr) 10:9.89E-02 - preconditioner: GS(sweeps:cr) 10:9.87E-02 - preconditioner: GS(sweeps:cr) 10:9.74E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.29E-10 3.16E-09 3.19E-09 GCR(projections:sweeps:cr)= 4: 41:6.93E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.67E-02 - preconditioner: GS(sweeps:cr) 9:9.33E-02 - preconditioner: GS(sweeps:cr) 10:9.28E-02 - preconditioner: GS(sweeps:cr) 10:8.78E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.41E-11 1.29E-10 1.25E-10 c.r.: 0.0542 0.0407 0.0391 GCR(projections:sweeps:cr)= 4: 39:3.56E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.94E-02 - preconditioner: GS(sweeps:cr) 9:8.41E-02 - preconditioner: GS(sweeps:cr) 10:8.71E-02 - preconditioner: GS(sweeps:cr) 9:9.58E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.03E-12 6.58E-12 6.68E-12 c.r.: 0.0596 0.0511 0.0535 GCR(projections:sweeps:cr)= 4: 37:4.58E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.03E-12 6.58E-12 6.68E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 25 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.24001000000000008 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.71E-06 6.58E-12 6.68E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.99E-02 - preconditioner: GS(sweeps:cr) 10:9.97E-02 - preconditioner: GS(sweeps:cr) 10:9.90E-02 - preconditioner: GS(sweeps:cr) 10:9.63E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 5.85E-10 2.92E-09 2.94E-09 GCR(projections:sweeps:cr)= 4: 41:6.52E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.71E-02 - preconditioner: GS(sweeps:cr) 9:9.33E-02 - preconditioner: GS(sweeps:cr) 10:9.28E-02 - preconditioner: GS(sweeps:cr) 10:8.47E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.18E-11 1.21E-10 1.18E-10 c.r.: 0.0544 0.0416 0.0401 GCR(projections:sweeps:cr)= 4: 39:3.63E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.87E-02 - preconditioner: GS(sweeps:cr) 9:8.33E-02 - preconditioner: GS(sweeps:cr) 10:8.80E-02 - preconditioner: GS(sweeps:cr) 9:9.63E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.88E-12 6.11E-12 6.25E-12 c.r.: 0.0590 0.0504 0.0529 GCR(projections:sweeps:cr)= 4: 37:4.55E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.88E-12 6.11E-12 6.25E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 26 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.25001000000000007 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.65E-06 6.11E-12 6.25E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.52E-02 - preconditioner: GS(sweeps:cr) 10:9.71E-02 - preconditioner: GS(sweeps:cr) 10:9.82E-02 - preconditioner: GS(sweeps:cr) 10:9.66E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.07E-10 2.70E-09 2.71E-09 GCR(projections:sweeps:cr)= 4: 42:6.16E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.63E-02 - preconditioner: GS(sweeps:cr) 9:9.48E-02 - preconditioner: GS(sweeps:cr) 10:9.27E-02 - preconditioner: GS(sweeps:cr) 10:8.39E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.71E-11 1.08E-10 1.06E-10 c.r.: 0.0446 0.0399 0.0391 GCR(projections:sweeps:cr)= 4: 39:3.51E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.64E-02 - preconditioner: GS(sweeps:cr) 9:8.30E-02 - preconditioner: GS(sweeps:cr) 10:8.81E-02 - preconditioner: GS(sweeps:cr) 9:9.51E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.72E-12 5.27E-12 5.42E-12 c.r.: 0.0634 0.0488 0.0512 GCR(projections:sweeps:cr)= 4: 37:4.42E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.72E-12 5.27E-12 5.42E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 27 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.26001000000000007 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.59E-06 5.27E-12 5.42E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.59E-02 - preconditioner: GS(sweeps:cr) 10:9.77E-02 - preconditioner: GS(sweeps:cr) 11:8.15E-02 - preconditioner: GS(sweeps:cr) 10:9.49E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 5.75E-10 2.59E-09 2.56E-09 GCR(projections:sweeps:cr)= 4: 43:5.97E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.46E-02 - preconditioner: GS(sweeps:cr) 9:9.69E-02 - preconditioner: GS(sweeps:cr) 10:9.42E-02 - preconditioner: GS(sweeps:cr) 10:8.60E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.24E-11 9.10E-11 8.96E-11 c.r.: 0.0390 0.0352 0.0350 GCR(projections:sweeps:cr)= 4: 39:3.08E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.55E-02 - preconditioner: GS(sweeps:cr) 9:8.26E-02 - preconditioner: GS(sweeps:cr) 10:8.78E-02 - preconditioner: GS(sweeps:cr) 9:9.49E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.41E-12 4.33E-12 4.43E-12 c.r.: 0.0627 0.0476 0.0494 GCR(projections:sweeps:cr)= 4: 37:4.34E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.41E-12 4.33E-12 4.43E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 28 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.27001000000000008 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.53E-06 4.33E-12 4.43E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.61E-02 - preconditioner: GS(sweeps:cr) 10:9.94E-02 - preconditioner: GS(sweeps:cr) 11:8.36E-02 - preconditioner: GS(sweeps:cr) 10:9.52E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 5.70E-10 2.50E-09 2.42E-09 GCR(projections:sweeps:cr)= 4: 43:5.89E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.42E-02 - preconditioner: GS(sweeps:cr) 9:9.95E-02 - preconditioner: GS(sweeps:cr) 10:9.59E-02 - preconditioner: GS(sweeps:cr) 10:8.90E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.79E-11 7.40E-11 7.27E-11 c.r.: 0.0315 0.0296 0.0300 GCR(projections:sweeps:cr)= 4: 39:2.46E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.44E-02 - preconditioner: GS(sweeps:cr) 9:8.49E-02 - preconditioner: GS(sweeps:cr) 10:8.48E-02 - preconditioner: GS(sweeps:cr) 9:9.68E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.05E-12 3.33E-12 3.36E-12 c.r.: 0.0588 0.0450 0.0462 GCR(projections:sweeps:cr)= 4: 37:4.33E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.05E-12 3.33E-12 3.36E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 29 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.28001000000000009 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.47E-06 3.33E-12 3.36E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.65E-02 - preconditioner: GS(sweeps:cr) 11:8.46E-02 - preconditioner: GS(sweeps:cr) 11:8.61E-02 - preconditioner: GS(sweeps:cr) 10:9.44E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 5.23E-10 2.44E-09 2.33E-09 GCR(projections:sweeps:cr)= 4: 44:5.88E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.47E-02 - preconditioner: GS(sweeps:cr) 10:8.23E-02 - preconditioner: GS(sweeps:cr) 10:9.84E-02 - preconditioner: GS(sweeps:cr) 10:9.07E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.67E-11 6.48E-11 6.37E-11 c.r.: 0.0320 0.0266 0.0273 GCR(projections:sweeps:cr)= 4: 40:2.11E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.61E-02 - preconditioner: GS(sweeps:cr) 9:8.43E-02 - preconditioner: GS(sweeps:cr) 10:8.34E-02 - preconditioner: GS(sweeps:cr) 10:8.17E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 7.76E-13 2.77E-12 2.70E-12 c.r.: 0.0464 0.0428 0.0425 GCR(projections:sweeps:cr)= 4: 38:4.16E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 7.76E-13 2.77E-12 2.70E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 30 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.29001000000000010 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.42E-06 2.77E-12 2.70E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.69E-02 - preconditioner: GS(sweeps:cr) 11:8.57E-02 - preconditioner: GS(sweeps:cr) 11:8.63E-02 - preconditioner: GS(sweeps:cr) 10:9.68E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 5.09E-10 2.35E-09 2.24E-09 GCR(projections:sweeps:cr)= 4: 44:5.86E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.51E-02 - preconditioner: GS(sweeps:cr) 10:8.38E-02 - preconditioner: GS(sweeps:cr) 10:9.81E-02 - preconditioner: GS(sweeps:cr) 10:9.02E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.78E-11 6.73E-11 6.59E-11 c.r.: 0.0350 0.0286 0.0295 GCR(projections:sweeps:cr)= 4: 40:2.37E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 9:9.67E-02 - preconditioner: GS(sweeps:cr) 9:8.30E-02 - preconditioner: GS(sweeps:cr) 10:8.68E-02 - preconditioner: GS(sweeps:cr) 10:8.58E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 8.88E-13 3.08E-12 3.01E-12 c.r.: 0.0499 0.0458 0.0457 GCR(projections:sweeps:cr)= 4: 38:4.09E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 8.88E-13 3.08E-12 3.01E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 31 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.30001000000000011 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.36E-06 3.08E-12 3.01E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.75E-02 - preconditioner: GS(sweeps:cr) 11:8.69E-02 - preconditioner: GS(sweeps:cr) 11:8.48E-02 - preconditioner: GS(sweeps:cr) 10:9.85E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 4.93E-10 2.22E-09 2.13E-09 GCR(projections:sweeps:cr)= 4: 44:5.80E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.59E-02 - preconditioner: GS(sweeps:cr) 10:8.43E-02 - preconditioner: GS(sweeps:cr) 10:9.79E-02 - preconditioner: GS(sweeps:cr) 10:8.97E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.99E-11 7.19E-11 7.00E-11 c.r.: 0.0403 0.0324 0.0329 GCR(projections:sweeps:cr)= 4: 40:2.80E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.15E-02 - preconditioner: GS(sweeps:cr) 9:8.61E-02 - preconditioner: GS(sweeps:cr) 10:9.08E-02 - preconditioner: GS(sweeps:cr) 10:8.89E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.00E-12 3.41E-12 3.32E-12 c.r.: 0.0504 0.0474 0.0475 GCR(projections:sweeps:cr)= 4: 39:3.99E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.00E-12 3.41E-12 3.32E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 32 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.31001000000000012 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.31E-06 3.41E-12 3.32E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.83E-02 - preconditioner: GS(sweeps:cr) 11:8.77E-02 - preconditioner: GS(sweeps:cr) 11:8.49E-02 - preconditioner: GS(sweeps:cr) 11:8.21E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 4.64E-10 2.11E-09 2.04E-09 GCR(projections:sweeps:cr)= 4: 45:5.72E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.72E-02 - preconditioner: GS(sweeps:cr) 10:8.47E-02 - preconditioner: GS(sweeps:cr) 10:9.89E-02 - preconditioner: GS(sweeps:cr) 10:9.02E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.17E-11 7.42E-11 7.31E-11 c.r.: 0.0467 0.0353 0.0358 GCR(projections:sweeps:cr)= 4: 40:3.16E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.42E-02 - preconditioner: GS(sweeps:cr) 9:8.91E-02 - preconditioner: GS(sweeps:cr) 10:9.29E-02 - preconditioner: GS(sweeps:cr) 10:8.94E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.10E-12 3.58E-12 3.55E-12 c.r.: 0.0505 0.0483 0.0486 GCR(projections:sweeps:cr)= 4: 39:3.98E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.10E-12 3.58E-12 3.55E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 33 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.32001000000000013 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.26E-06 3.58E-12 3.55E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.93E-02 - preconditioner: GS(sweeps:cr) 11:8.76E-02 - preconditioner: GS(sweeps:cr) 11:8.51E-02 - preconditioner: GS(sweeps:cr) 11:8.24E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 4.36E-10 1.98E-09 1.96E-09 GCR(projections:sweeps:cr)= 4: 45:5.58E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.75E-02 - preconditioner: GS(sweeps:cr) 10:8.40E-02 - preconditioner: GS(sweeps:cr) 10:9.85E-02 - preconditioner: GS(sweeps:cr) 10:9.03E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.22E-11 7.33E-11 7.38E-11 c.r.: 0.0510 0.0370 0.0377 GCR(projections:sweeps:cr)= 4: 40:3.38E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.59E-02 - preconditioner: GS(sweeps:cr) 9:9.06E-02 - preconditioner: GS(sweeps:cr) 10:9.37E-02 - preconditioner: GS(sweeps:cr) 10:8.81E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.17E-12 3.61E-12 3.63E-12 c.r.: 0.0527 0.0492 0.0492 GCR(projections:sweeps:cr)= 4: 39:4.03E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.17E-12 3.61E-12 3.63E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 34 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.33001000000000014 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.22E-06 3.61E-12 3.63E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.07E-02 - preconditioner: GS(sweeps:cr) 11:8.74E-02 - preconditioner: GS(sweeps:cr) 11:8.59E-02 - preconditioner: GS(sweeps:cr) 11:8.28E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 4.05E-10 1.90E-09 1.88E-09 GCR(projections:sweeps:cr)= 4: 45:5.42E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.84E-02 - preconditioner: GS(sweeps:cr) 10:8.36E-02 - preconditioner: GS(sweeps:cr) 10:9.84E-02 - preconditioner: GS(sweeps:cr) 10:9.03E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.18E-11 7.17E-11 7.18E-11 c.r.: 0.0540 0.0377 0.0382 GCR(projections:sweeps:cr)= 4: 40:3.49E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.68E-02 - preconditioner: GS(sweeps:cr) 9:9.11E-02 - preconditioner: GS(sweeps:cr) 10:9.37E-02 - preconditioner: GS(sweeps:cr) 10:8.60E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.19E-12 3.52E-12 3.56E-12 c.r.: 0.0546 0.0490 0.0496 GCR(projections:sweeps:cr)= 4: 39:4.04E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.19E-12 3.52E-12 3.56E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 35 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.34001000000000015 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.18E-06 3.52E-12 3.56E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.17E-02 - preconditioner: GS(sweeps:cr) 11:8.91E-02 - preconditioner: GS(sweeps:cr) 11:8.74E-02 - preconditioner: GS(sweeps:cr) 11:8.38E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 3.78E-10 1.83E-09 1.80E-09 GCR(projections:sweeps:cr)= 4: 45:5.27E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.97E-02 - preconditioner: GS(sweeps:cr) 10:8.34E-02 - preconditioner: GS(sweeps:cr) 10:9.92E-02 - preconditioner: GS(sweeps:cr) 10:9.09E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.06E-11 6.88E-11 6.79E-11 c.r.: 0.0546 0.0376 0.0377 GCR(projections:sweeps:cr)= 4: 40:3.50E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.63E-02 - preconditioner: GS(sweeps:cr) 9:9.09E-02 - preconditioner: GS(sweeps:cr) 10:9.35E-02 - preconditioner: GS(sweeps:cr) 10:8.47E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.14E-12 3.33E-12 3.38E-12 c.r.: 0.0552 0.0484 0.0498 GCR(projections:sweeps:cr)= 4: 39:4.00E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.14E-12 3.33E-12 3.38E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 36 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.35001000000000015 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.13E-06 3.33E-12 3.38E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.17E-02 - preconditioner: GS(sweeps:cr) 11:9.12E-02 - preconditioner: GS(sweeps:cr) 11:8.89E-02 - preconditioner: GS(sweeps:cr) 11:8.43E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 3.57E-10 1.77E-09 1.74E-09 GCR(projections:sweeps:cr)= 4: 45:5.13E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.33E-02 - preconditioner: GS(sweeps:cr) 10:8.42E-02 - preconditioner: GS(sweeps:cr) 10:9.98E-02 - preconditioner: GS(sweeps:cr) 10:8.97E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.87E-11 6.43E-11 6.32E-11 c.r.: 0.0523 0.0363 0.0363 GCR(projections:sweeps:cr)= 4: 41:3.42E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.45E-02 - preconditioner: GS(sweeps:cr) 9:9.10E-02 - preconditioner: GS(sweeps:cr) 10:9.08E-02 - preconditioner: GS(sweeps:cr) 10:8.40E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.02E-12 3.05E-12 3.10E-12 c.r.: 0.0548 0.0475 0.0491 GCR(projections:sweeps:cr)= 4: 39:3.87E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.02E-12 3.05E-12 3.10E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 37 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.36001000000000016 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.09E-06 3.05E-12 3.10E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.27E-02 - preconditioner: GS(sweeps:cr) 11:9.22E-02 - preconditioner: GS(sweeps:cr) 11:8.98E-02 - preconditioner: GS(sweeps:cr) 11:8.53E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 3.38E-10 1.72E-09 1.67E-09 GCR(projections:sweeps:cr)= 4: 45:5.00E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.46E-02 - preconditioner: GS(sweeps:cr) 10:8.54E-02 - preconditioner: GS(sweeps:cr) 11:8.44E-02 - preconditioner: GS(sweeps:cr) 10:8.85E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.62E-11 5.81E-11 5.67E-11 c.r.: 0.0480 0.0338 0.0340 GCR(projections:sweeps:cr)= 4: 42:3.21E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.19E-02 - preconditioner: GS(sweeps:cr) 9:9.04E-02 - preconditioner: GS(sweeps:cr) 10:8.87E-02 - preconditioner: GS(sweeps:cr) 10:8.39E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 8.68E-13 2.68E-12 2.73E-12 c.r.: 0.0535 0.0461 0.0481 GCR(projections:sweeps:cr)= 4: 39:3.64E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 8.68E-13 2.68E-12 2.73E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 38 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.37001000000000017 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.06E-06 2.68E-12 2.73E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.43E-02 - preconditioner: GS(sweeps:cr) 11:9.35E-02 - preconditioner: GS(sweeps:cr) 11:9.01E-02 - preconditioner: GS(sweeps:cr) 11:8.62E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 3.24E-10 1.66E-09 1.60E-09 GCR(projections:sweeps:cr)= 4: 45:4.87E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.51E-02 - preconditioner: GS(sweeps:cr) 10:8.68E-02 - preconditioner: GS(sweeps:cr) 11:8.52E-02 - preconditioner: GS(sweeps:cr) 10:9.09E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.39E-11 5.15E-11 5.00E-11 c.r.: 0.0431 0.0311 0.0313 GCR(projections:sweeps:cr)= 4: 42:2.93E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.22E-02 - preconditioner: GS(sweeps:cr) 9:9.18E-02 - preconditioner: GS(sweeps:cr) 10:8.84E-02 - preconditioner: GS(sweeps:cr) 10:8.48E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 7.12E-13 2.29E-12 2.34E-12 c.r.: 0.0511 0.0444 0.0467 GCR(projections:sweeps:cr)= 4: 39:3.46E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 7.12E-13 2.29E-12 2.34E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 39 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.38001000000000018 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 3.02E-06 2.29E-12 2.34E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.59E-02 - preconditioner: GS(sweeps:cr) 11:9.41E-02 - preconditioner: GS(sweeps:cr) 11:9.01E-02 - preconditioner: GS(sweeps:cr) 11:8.71E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 3.09E-10 1.59E-09 1.53E-09 GCR(projections:sweeps:cr)= 4: 45:4.73E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.52E-02 - preconditioner: GS(sweeps:cr) 10:8.86E-02 - preconditioner: GS(sweeps:cr) 11:8.54E-02 - preconditioner: GS(sweeps:cr) 10:9.36E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.20E-11 4.67E-11 4.47E-11 c.r.: 0.0390 0.0294 0.0292 GCR(projections:sweeps:cr)= 4: 42:2.67E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.46E-02 - preconditioner: GS(sweeps:cr) 9:9.39E-02 - preconditioner: GS(sweeps:cr) 10:8.95E-02 - preconditioner: GS(sweeps:cr) 10:8.58E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.98E-13 1.95E-12 2.01E-12 c.r.: 0.0497 0.0419 0.0450 GCR(projections:sweeps:cr)= 4: 39:3.34E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.98E-13 1.95E-12 2.01E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 40 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.39001000000000019 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.98E-06 1.95E-12 2.01E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.68E-02 - preconditioner: GS(sweeps:cr) 11:9.49E-02 - preconditioner: GS(sweeps:cr) 11:8.99E-02 - preconditioner: GS(sweeps:cr) 11:8.77E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.94E-10 1.51E-09 1.47E-09 GCR(projections:sweeps:cr)= 4: 45:4.57E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.49E-02 - preconditioner: GS(sweeps:cr) 10:9.00E-02 - preconditioner: GS(sweeps:cr) 11:8.58E-02 - preconditioner: GS(sweeps:cr) 10:9.65E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.10E-11 4.40E-11 4.16E-11 c.r.: 0.0374 0.0292 0.0282 GCR(projections:sweeps:cr)= 4: 42:2.55E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.68E-02 - preconditioner: GS(sweeps:cr) 9:9.48E-02 - preconditioner: GS(sweeps:cr) 10:9.19E-02 - preconditioner: GS(sweeps:cr) 10:8.71E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.33E-13 1.77E-12 1.83E-12 c.r.: 0.0485 0.0401 0.0440 GCR(projections:sweeps:cr)= 4: 39:3.32E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.33E-13 1.77E-12 1.83E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 41 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.40001000000000020 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.95E-06 1.77E-12 1.83E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.67E-02 - preconditioner: GS(sweeps:cr) 11:9.71E-02 - preconditioner: GS(sweeps:cr) 11:9.04E-02 - preconditioner: GS(sweeps:cr) 11:8.78E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.80E-10 1.44E-09 1.41E-09 GCR(projections:sweeps:cr)= 4: 45:4.40E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.46E-02 - preconditioner: GS(sweeps:cr) 10:9.12E-02 - preconditioner: GS(sweeps:cr) 11:8.52E-02 - preconditioner: GS(sweeps:cr) 10:9.81E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.07E-11 4.29E-11 4.04E-11 c.r.: 0.0384 0.0299 0.0286 GCR(projections:sweeps:cr)= 4: 42:2.61E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.86E-02 - preconditioner: GS(sweeps:cr) 9:9.43E-02 - preconditioner: GS(sweeps:cr) 10:9.43E-02 - preconditioner: GS(sweeps:cr) 10:8.82E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.20E-13 1.74E-12 1.80E-12 c.r.: 0.0484 0.0406 0.0445 GCR(projections:sweeps:cr)= 4: 39:3.43E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.20E-13 1.74E-12 1.80E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 42 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.41001000000000021 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.92E-06 1.74E-12 1.80E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.58E-02 - preconditioner: GS(sweeps:cr) 11:9.91E-02 - preconditioner: GS(sweeps:cr) 11:9.06E-02 - preconditioner: GS(sweeps:cr) 11:8.75E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.67E-10 1.36E-09 1.35E-09 GCR(projections:sweeps:cr)= 4: 45:4.21E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.41E-02 - preconditioner: GS(sweeps:cr) 10:9.09E-02 - preconditioner: GS(sweeps:cr) 11:8.40E-02 - preconditioner: GS(sweeps:cr) 10:9.67E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.09E-11 4.27E-11 4.08E-11 c.r.: 0.0410 0.0314 0.0303 GCR(projections:sweeps:cr)= 4: 42:2.80E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.93E-02 - preconditioner: GS(sweeps:cr) 9:9.20E-02 - preconditioner: GS(sweeps:cr) 10:9.69E-02 - preconditioner: GS(sweeps:cr) 10:8.86E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.40E-13 1.80E-12 1.85E-12 c.r.: 0.0493 0.0422 0.0453 GCR(projections:sweeps:cr)= 4: 39:3.57E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.40E-13 1.80E-12 1.85E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 43 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.42001000000000022 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.89E-06 1.80E-12 1.85E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.56E-02 - preconditioner: GS(sweeps:cr) 12:8.47E-02 - preconditioner: GS(sweeps:cr) 11:9.26E-02 - preconditioner: GS(sweeps:cr) 11:8.67E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.44E-10 1.32E-09 1.28E-09 GCR(projections:sweeps:cr)= 4: 46:4.08E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.45E-02 - preconditioner: GS(sweeps:cr) 10:8.99E-02 - preconditioner: GS(sweeps:cr) 11:8.51E-02 - preconditioner: GS(sweeps:cr) 10:9.24E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.21E-11 4.25E-11 4.20E-11 c.r.: 0.0498 0.0323 0.0327 GCR(projections:sweeps:cr)= 4: 42:3.00E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.06E-02 - preconditioner: GS(sweeps:cr) 9:8.50E-02 - preconditioner: GS(sweeps:cr) 11:8.37E-02 - preconditioner: GS(sweeps:cr) 10:8.64E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.71E-13 1.84E-12 1.88E-12 c.r.: 0.0471 0.0434 0.0447 GCR(projections:sweeps:cr)= 4: 40:3.60E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.71E-13 1.84E-12 1.88E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 44 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.43001000000000023 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.86E-06 1.84E-12 1.88E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.57E-02 - preconditioner: GS(sweeps:cr) 12:8.57E-02 - preconditioner: GS(sweeps:cr) 11:9.25E-02 - preconditioner: GS(sweeps:cr) 11:8.75E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.35E-10 1.25E-09 1.22E-09 GCR(projections:sweeps:cr)= 4: 46:3.91E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.45E-02 - preconditioner: GS(sweeps:cr) 10:8.87E-02 - preconditioner: GS(sweeps:cr) 11:8.52E-02 - preconditioner: GS(sweeps:cr) 10:8.90E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.20E-11 4.23E-11 4.24E-11 c.r.: 0.0510 0.0339 0.0348 GCR(projections:sweeps:cr)= 4: 42:3.20E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.14E-02 - preconditioner: GS(sweeps:cr) 9:8.28E-02 - preconditioner: GS(sweeps:cr) 11:8.47E-02 - preconditioner: GS(sweeps:cr) 10:8.61E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.80E-13 1.85E-12 1.89E-12 c.r.: 0.0483 0.0438 0.0447 GCR(projections:sweeps:cr)= 4: 40:3.63E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.80E-13 1.85E-12 1.89E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 45 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.44001000000000023 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.83E-06 1.85E-12 1.89E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.66E-02 - preconditioner: GS(sweeps:cr) 12:8.65E-02 - preconditioner: GS(sweeps:cr) 11:9.25E-02 - preconditioner: GS(sweeps:cr) 11:8.79E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.28E-10 1.19E-09 1.16E-09 GCR(projections:sweeps:cr)= 4: 46:3.76E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.57E-02 - preconditioner: GS(sweeps:cr) 10:8.70E-02 - preconditioner: GS(sweeps:cr) 11:8.57E-02 - preconditioner: GS(sweeps:cr) 10:8.70E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.16E-11 4.16E-11 4.19E-11 c.r.: 0.0507 0.0349 0.0361 GCR(projections:sweeps:cr)= 4: 42:3.32E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.12E-02 - preconditioner: GS(sweeps:cr) 9:8.16E-02 - preconditioner: GS(sweeps:cr) 11:8.51E-02 - preconditioner: GS(sweeps:cr) 10:8.53E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.75E-13 1.82E-12 1.88E-12 c.r.: 0.0497 0.0438 0.0447 GCR(projections:sweeps:cr)= 4: 40:3.64E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.75E-13 1.82E-12 1.88E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 46 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.45001000000000024 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.80E-06 1.82E-12 1.88E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.72E-02 - preconditioner: GS(sweeps:cr) 12:8.64E-02 - preconditioner: GS(sweeps:cr) 11:9.26E-02 - preconditioner: GS(sweeps:cr) 11:8.80E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.22E-10 1.15E-09 1.12E-09 GCR(projections:sweeps:cr)= 4: 46:3.65E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.72E-02 - preconditioner: GS(sweeps:cr) 10:8.58E-02 - preconditioner: GS(sweeps:cr) 11:8.69E-02 - preconditioner: GS(sweeps:cr) 10:8.71E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.09E-11 4.03E-11 4.04E-11 c.r.: 0.0490 0.0351 0.0360 GCR(projections:sweeps:cr)= 4: 42:3.36E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.03E-02 - preconditioner: GS(sweeps:cr) 9:8.16E-02 - preconditioner: GS(sweeps:cr) 11:8.50E-02 - preconditioner: GS(sweeps:cr) 10:8.51E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.56E-13 1.76E-12 1.82E-12 c.r.: 0.0512 0.0438 0.0451 GCR(projections:sweeps:cr)= 4: 40:3.63E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.56E-13 1.76E-12 1.82E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 47 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.46001000000000025 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.77E-06 1.76E-12 1.82E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.74E-02 - preconditioner: GS(sweeps:cr) 12:8.61E-02 - preconditioner: GS(sweeps:cr) 11:9.20E-02 - preconditioner: GS(sweeps:cr) 11:8.87E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.16E-10 1.11E-09 1.09E-09 GCR(projections:sweeps:cr)= 4: 46:3.58E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.86E-02 - preconditioner: GS(sweeps:cr) 10:8.65E-02 - preconditioner: GS(sweeps:cr) 11:8.78E-02 - preconditioner: GS(sweeps:cr) 10:8.86E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 1.00E-11 3.85E-11 3.84E-11 c.r.: 0.0465 0.0348 0.0351 GCR(projections:sweeps:cr)= 4: 42:3.30E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.94E-02 - preconditioner: GS(sweeps:cr) 9:8.27E-02 - preconditioner: GS(sweeps:cr) 11:8.46E-02 - preconditioner: GS(sweeps:cr) 10:8.54E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 5.26E-13 1.68E-12 1.73E-12 c.r.: 0.0524 0.0436 0.0452 GCR(projections:sweeps:cr)= 4: 40:3.60E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 5.26E-13 1.68E-12 1.73E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 48 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.47001000000000026 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.74E-06 1.68E-12 1.73E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.74E-02 - preconditioner: GS(sweeps:cr) 12:8.62E-02 - preconditioner: GS(sweeps:cr) 11:9.14E-02 - preconditioner: GS(sweeps:cr) 11:8.95E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.10E-10 1.08E-09 1.07E-09 GCR(projections:sweeps:cr)= 4: 46:3.52E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.94E-02 - preconditioner: GS(sweeps:cr) 10:8.84E-02 - preconditioner: GS(sweeps:cr) 11:8.85E-02 - preconditioner: GS(sweeps:cr) 10:9.08E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 9.12E-12 3.61E-11 3.60E-11 c.r.: 0.0435 0.0335 0.0337 GCR(projections:sweeps:cr)= 4: 42:3.17E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.93E-02 - preconditioner: GS(sweeps:cr) 9:8.44E-02 - preconditioner: GS(sweeps:cr) 11:8.38E-02 - preconditioner: GS(sweeps:cr) 10:8.64E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 4.85E-13 1.56E-12 1.61E-12 c.r.: 0.0532 0.0432 0.0447 GCR(projections:sweeps:cr)= 4: 40:3.55E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 4.85E-13 1.56E-12 1.61E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 49 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.48001000000000027 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.72E-06 1.56E-12 1.61E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.75E-02 - preconditioner: GS(sweeps:cr) 12:8.61E-02 - preconditioner: GS(sweeps:cr) 11:9.21E-02 - preconditioner: GS(sweeps:cr) 11:9.06E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 2.01E-10 1.05E-09 1.05E-09 GCR(projections:sweeps:cr)= 4: 46:3.49E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.99E-02 - preconditioner: GS(sweeps:cr) 10:9.15E-02 - preconditioner: GS(sweeps:cr) 11:8.92E-02 - preconditioner: GS(sweeps:cr) 10:9.34E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 8.17E-12 3.32E-11 3.31E-11 c.r.: 0.0405 0.0316 0.0316 GCR(projections:sweeps:cr)= 4: 42:2.98E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.91E-02 - preconditioner: GS(sweeps:cr) 9:8.59E-02 - preconditioner: GS(sweeps:cr) 10:9.91E-02 - preconditioner: GS(sweeps:cr) 10:8.94E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 4.36E-13 1.42E-12 1.46E-12 c.r.: 0.0534 0.0428 0.0440 GCR(projections:sweeps:cr)= 4: 39:3.50E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 4.36E-13 1.42E-12 1.46E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 50 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.49001000000000028 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.69E-06 1.42E-12 1.46E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.82E-02 - preconditioner: GS(sweeps:cr) 12:8.68E-02 - preconditioner: GS(sweeps:cr) 11:9.36E-02 - preconditioner: GS(sweeps:cr) 11:9.19E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.92E-10 1.03E-09 1.02E-09 GCR(projections:sweeps:cr)= 4: 46:3.45E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.01E-02 - preconditioner: GS(sweeps:cr) 10:9.38E-02 - preconditioner: GS(sweeps:cr) 11:8.94E-02 - preconditioner: GS(sweeps:cr) 10:9.56E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 7.25E-12 3.01E-11 2.99E-11 c.r.: 0.0377 0.0294 0.0292 GCR(projections:sweeps:cr)= 4: 42:2.75E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.92E-02 - preconditioner: GS(sweeps:cr) 9:8.79E-02 - preconditioner: GS(sweeps:cr) 10:9.73E-02 - preconditioner: GS(sweeps:cr) 10:9.08E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 3.81E-13 1.27E-12 1.29E-12 c.r.: 0.0525 0.0421 0.0432 GCR(projections:sweeps:cr)= 4: 39:3.44E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 3.81E-13 1.27E-12 1.29E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 51 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.50001000000000029 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.67E-06 1.27E-12 1.29E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.93E-02 - preconditioner: GS(sweeps:cr) 12:8.78E-02 - preconditioner: GS(sweeps:cr) 11:9.47E-02 - preconditioner: GS(sweeps:cr) 11:9.28E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.82E-10 9.91E-10 9.96E-10 GCR(projections:sweeps:cr)= 4: 46:3.42E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.05E-02 - preconditioner: GS(sweeps:cr) 10:9.47E-02 - preconditioner: GS(sweeps:cr) 11:8.95E-02 - preconditioner: GS(sweeps:cr) 10:9.69E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 6.38E-12 2.71E-11 2.67E-11 c.r.: 0.0350 0.0274 0.0268 GCR(projections:sweeps:cr)= 4: 42:2.49E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.97E-02 - preconditioner: GS(sweeps:cr) 9:9.08E-02 - preconditioner: GS(sweeps:cr) 10:9.47E-02 - preconditioner: GS(sweeps:cr) 10:9.18E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 3.23E-13 1.10E-12 1.12E-12 c.r.: 0.0506 0.0405 0.0418 GCR(projections:sweeps:cr)= 4: 39:3.36E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 3.23E-13 1.10E-12 1.12E-12 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 52 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.51001000000000030 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.65E-06 1.10E-12 1.12E-12 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.46E-02 - preconditioner: GS(sweeps:cr) 12:8.60E-02 - preconditioner: GS(sweeps:cr) 11:9.40E-02 - preconditioner: GS(sweeps:cr) 11:9.34E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.85E-10 9.29E-10 9.41E-10 GCR(projections:sweeps:cr)= 4: 47:3.26E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.08E-02 - preconditioner: GS(sweeps:cr) 10:9.56E-02 - preconditioner: GS(sweeps:cr) 11:8.92E-02 - preconditioner: GS(sweeps:cr) 10:9.84E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.29E-12 2.39E-11 2.32E-11 c.r.: 0.0287 0.0257 0.0247 GCR(projections:sweeps:cr)= 4: 42:2.26E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.98E-02 - preconditioner: GS(sweeps:cr) 9:9.44E-02 - preconditioner: GS(sweeps:cr) 10:9.10E-02 - preconditioner: GS(sweeps:cr) 10:9.09E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.69E-13 8.90E-13 9.12E-13 c.r.: 0.0508 0.0372 0.0393 GCR(projections:sweeps:cr)= 4: 39:3.15E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.69E-13 8.90E-13 9.12E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 53 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.52001000000000031 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.62E-06 8.90E-13 9.12E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.53E-02 - preconditioner: GS(sweeps:cr) 12:8.70E-02 - preconditioner: GS(sweeps:cr) 11:9.41E-02 - preconditioner: GS(sweeps:cr) 11:9.42E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.76E-10 8.92E-10 9.00E-10 GCR(projections:sweeps:cr)= 4: 47:3.21E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.05E-02 - preconditioner: GS(sweeps:cr) 10:9.51E-02 - preconditioner: GS(sweeps:cr) 11:8.99E-02 - preconditioner: GS(sweeps:cr) 10:9.63E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.85E-12 2.19E-11 2.13E-11 c.r.: 0.0275 0.0245 0.0236 GCR(projections:sweeps:cr)= 4: 42:2.12E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.99E-02 - preconditioner: GS(sweeps:cr) 9:9.49E-02 - preconditioner: GS(sweeps:cr) 10:8.97E-02 - preconditioner: GS(sweeps:cr) 10:9.04E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.24E-13 7.43E-13 7.63E-13 c.r.: 0.0463 0.0340 0.0359 GCR(projections:sweeps:cr)= 4: 39:2.84E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.24E-13 7.43E-13 7.63E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 54 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.53001000000000031 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.60E-06 7.43E-13 7.63E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.65E-02 - preconditioner: GS(sweeps:cr) 12:8.84E-02 - preconditioner: GS(sweeps:cr) 11:9.38E-02 - preconditioner: GS(sweeps:cr) 11:9.40E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.70E-10 8.54E-10 8.64E-10 GCR(projections:sweeps:cr)= 4: 47:3.15E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.00E-02 - preconditioner: GS(sweeps:cr) 10:9.43E-02 - preconditioner: GS(sweeps:cr) 11:9.00E-02 - preconditioner: GS(sweeps:cr) 10:9.42E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.69E-12 2.12E-11 2.08E-11 c.r.: 0.0276 0.0248 0.0241 GCR(projections:sweeps:cr)= 4: 42:2.10E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.90E-02 - preconditioner: GS(sweeps:cr) 9:9.26E-02 - preconditioner: GS(sweeps:cr) 10:8.97E-02 - preconditioner: GS(sweeps:cr) 10:8.92E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.11E-13 7.03E-13 7.24E-13 c.r.: 0.0451 0.0332 0.0348 GCR(projections:sweeps:cr)= 4: 39:2.73E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.11E-13 7.03E-13 7.24E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 55 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.54001000000000032 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.58E-06 7.03E-13 7.24E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.76E-02 - preconditioner: GS(sweeps:cr) 12:8.92E-02 - preconditioner: GS(sweeps:cr) 11:9.39E-02 - preconditioner: GS(sweeps:cr) 11:9.34E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.65E-10 8.17E-10 8.37E-10 GCR(projections:sweeps:cr)= 4: 47:3.08E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.96E-02 - preconditioner: GS(sweeps:cr) 10:9.37E-02 - preconditioner: GS(sweeps:cr) 11:8.95E-02 - preconditioner: GS(sweeps:cr) 10:9.24E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.79E-12 2.12E-11 2.12E-11 c.r.: 0.0291 0.0260 0.0254 GCR(projections:sweeps:cr)= 4: 42:2.22E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.87E-02 - preconditioner: GS(sweeps:cr) 9:9.18E-02 - preconditioner: GS(sweeps:cr) 10:9.08E-02 - preconditioner: GS(sweeps:cr) 10:8.73E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.26E-13 7.43E-13 7.77E-13 c.r.: 0.0472 0.0350 0.0366 GCR(projections:sweeps:cr)= 4: 39:2.91E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.26E-13 7.43E-13 7.77E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 56 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.55001000000000033 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.56E-06 7.43E-13 7.77E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.83E-02 - preconditioner: GS(sweeps:cr) 12:9.06E-02 - preconditioner: GS(sweeps:cr) 11:9.36E-02 - preconditioner: GS(sweeps:cr) 11:9.28E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.60E-10 7.86E-10 8.10E-10 GCR(projections:sweeps:cr)= 4: 47:3.02E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.97E-02 - preconditioner: GS(sweeps:cr) 10:9.29E-02 - preconditioner: GS(sweeps:cr) 11:8.91E-02 - preconditioner: GS(sweeps:cr) 10:9.17E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.04E-12 2.15E-11 2.18E-11 c.r.: 0.0314 0.0274 0.0269 GCR(projections:sweeps:cr)= 4: 42:2.40E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:8.98E-02 - preconditioner: GS(sweeps:cr) 9:9.25E-02 - preconditioner: GS(sweeps:cr) 10:9.32E-02 - preconditioner: GS(sweeps:cr) 10:8.55E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.47E-13 7.95E-13 8.44E-13 c.r.: 0.0491 0.0369 0.0387 GCR(projections:sweeps:cr)= 4: 39:3.08E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.47E-13 7.95E-13 8.44E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 57 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.56001000000000034 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.53E-06 7.95E-13 8.44E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.78E-02 - preconditioner: GS(sweeps:cr) 12:9.13E-02 - preconditioner: GS(sweeps:cr) 11:9.39E-02 - preconditioner: GS(sweeps:cr) 11:9.27E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.57E-10 7.59E-10 7.83E-10 GCR(projections:sweeps:cr)= 4: 47:2.95E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.01E-02 - preconditioner: GS(sweeps:cr) 10:9.19E-02 - preconditioner: GS(sweeps:cr) 11:8.91E-02 - preconditioner: GS(sweeps:cr) 10:9.27E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.30E-12 2.20E-11 2.25E-11 c.r.: 0.0338 0.0290 0.0287 GCR(projections:sweeps:cr)= 4: 42:2.58E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.15E-02 - preconditioner: GS(sweeps:cr) 9:9.22E-02 - preconditioner: GS(sweeps:cr) 10:9.63E-02 - preconditioner: GS(sweeps:cr) 10:8.65E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.66E-13 8.42E-13 9.00E-13 c.r.: 0.0501 0.0383 0.0400 GCR(projections:sweeps:cr)= 4: 39:3.22E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.66E-13 8.42E-13 9.00E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 58 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.57001000000000035 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.51E-06 8.42E-13 9.00E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.72E-02 - preconditioner: GS(sweeps:cr) 12:9.25E-02 - preconditioner: GS(sweeps:cr) 11:9.47E-02 - preconditioner: GS(sweeps:cr) 11:9.38E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.53E-10 7.37E-10 7.58E-10 GCR(projections:sweeps:cr)= 4: 47:2.88E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.09E-02 - preconditioner: GS(sweeps:cr) 10:9.17E-02 - preconditioner: GS(sweeps:cr) 11:8.92E-02 - preconditioner: GS(sweeps:cr) 10:9.47E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.50E-12 2.24E-11 2.30E-11 c.r.: 0.0359 0.0304 0.0304 GCR(projections:sweeps:cr)= 4: 42:2.73E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.44E-02 - preconditioner: GS(sweeps:cr) 9:9.18E-02 - preconditioner: GS(sweeps:cr) 10:9.97E-02 - preconditioner: GS(sweeps:cr) 10:8.67E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.79E-13 8.75E-13 9.38E-13 c.r.: 0.0508 0.0391 0.0408 GCR(projections:sweeps:cr)= 4: 39:3.34E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.79E-13 8.75E-13 9.38E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 59 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.58001000000000036 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.49E-06 8.75E-13 9.38E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.67E-02 - preconditioner: GS(sweeps:cr) 12:9.33E-02 - preconditioner: GS(sweeps:cr) 11:9.56E-02 - preconditioner: GS(sweeps:cr) 11:9.52E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.50E-10 7.16E-10 7.35E-10 GCR(projections:sweeps:cr)= 4: 47:2.80E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.18E-02 - preconditioner: GS(sweeps:cr) 10:9.21E-02 - preconditioner: GS(sweeps:cr) 11:8.95E-02 - preconditioner: GS(sweeps:cr) 10:9.78E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.65E-12 2.26E-11 2.33E-11 c.r.: 0.0377 0.0316 0.0317 GCR(projections:sweeps:cr)= 4: 42:2.85E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.75E-02 - preconditioner: GS(sweeps:cr) 9:9.17E-02 - preconditioner: GS(sweeps:cr) 11:8.59E-02 - preconditioner: GS(sweeps:cr) 10:8.54E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.86E-13 9.00E-13 9.62E-13 c.r.: 0.0506 0.0398 0.0413 GCR(projections:sweeps:cr)= 4: 40:3.42E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.86E-13 9.00E-13 9.62E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 60 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.59001000000000037 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.47E-06 9.00E-13 9.62E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.70E-02 - preconditioner: GS(sweeps:cr) 12:9.39E-02 - preconditioner: GS(sweeps:cr) 11:9.67E-02 - preconditioner: GS(sweeps:cr) 11:9.67E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.46E-10 6.98E-10 7.11E-10 GCR(projections:sweeps:cr)= 4: 47:2.73E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.26E-02 - preconditioner: GS(sweeps:cr) 10:9.27E-02 - preconditioner: GS(sweeps:cr) 11:9.00E-02 - preconditioner: GS(sweeps:cr) 11:8.49E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.71E-12 2.29E-11 2.33E-11 c.r.: 0.0390 0.0328 0.0328 GCR(projections:sweeps:cr)= 4: 43:2.96E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.58E-02 - preconditioner: GS(sweeps:cr) 9:9.59E-02 - preconditioner: GS(sweeps:cr) 11:8.97E-02 - preconditioner: GS(sweeps:cr) 10:8.83E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.95E-13 9.28E-13 9.83E-13 c.r.: 0.0517 0.0405 0.0422 GCR(projections:sweeps:cr)= 4: 41:3.49E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.95E-13 9.28E-13 9.83E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 61 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.60001000000000038 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.46E-06 9.28E-13 9.83E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.77E-02 - preconditioner: GS(sweeps:cr) 12:9.43E-02 - preconditioner: GS(sweeps:cr) 11:9.71E-02 - preconditioner: GS(sweeps:cr) 11:9.78E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.42E-10 6.79E-10 6.88E-10 GCR(projections:sweeps:cr)= 4: 47:2.65E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.32E-02 - preconditioner: GS(sweeps:cr) 10:9.42E-02 - preconditioner: GS(sweeps:cr) 11:9.00E-02 - preconditioner: GS(sweeps:cr) 11:8.76E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.78E-12 2.29E-11 2.30E-11 c.r.: 0.0407 0.0337 0.0335 GCR(projections:sweeps:cr)= 4: 43:3.04E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.83E-02 - preconditioner: GS(sweeps:cr) 9:9.69E-02 - preconditioner: GS(sweeps:cr) 11:9.09E-02 - preconditioner: GS(sweeps:cr) 10:9.18E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.96E-13 9.35E-13 9.74E-13 c.r.: 0.0512 0.0409 0.0423 GCR(projections:sweeps:cr)= 4: 41:3.54E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.96E-13 9.35E-13 9.74E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 62 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.61001000000000039 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.44E-06 9.35E-13 9.74E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.84E-02 - preconditioner: GS(sweeps:cr) 12:9.49E-02 - preconditioner: GS(sweeps:cr) 11:9.74E-02 - preconditioner: GS(sweeps:cr) 11:9.75E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.37E-10 6.61E-10 6.65E-10 GCR(projections:sweeps:cr)= 4: 47:2.58E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.37E-02 - preconditioner: GS(sweeps:cr) 10:9.66E-02 - preconditioner: GS(sweeps:cr) 11:8.95E-02 - preconditioner: GS(sweeps:cr) 11:8.88E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.84E-12 2.26E-11 2.26E-11 c.r.: 0.0425 0.0342 0.0340 GCR(projections:sweeps:cr)= 4: 43:3.10E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.96E-02 - preconditioner: GS(sweeps:cr) 9:9.74E-02 - preconditioner: GS(sweeps:cr) 11:9.14E-02 - preconditioner: GS(sweeps:cr) 10:9.46E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.93E-13 9.31E-13 9.55E-13 c.r.: 0.0502 0.0412 0.0422 GCR(projections:sweeps:cr)= 4: 41:3.57E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.93E-13 9.31E-13 9.55E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 63 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.62001000000000039 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.42E-06 9.31E-13 9.55E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.84E-02 - preconditioner: GS(sweeps:cr) 12:9.54E-02 - preconditioner: GS(sweeps:cr) 11:9.74E-02 - preconditioner: GS(sweeps:cr) 11:9.66E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.33E-10 6.44E-10 6.47E-10 GCR(projections:sweeps:cr)= 4: 47:2.51E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.39E-02 - preconditioner: GS(sweeps:cr) 10:9.84E-02 - preconditioner: GS(sweeps:cr) 11:8.86E-02 - preconditioner: GS(sweeps:cr) 11:8.92E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.85E-12 2.21E-11 2.20E-11 c.r.: 0.0440 0.0343 0.0340 GCR(projections:sweeps:cr)= 4: 43:3.14E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.96E-02 - preconditioner: GS(sweeps:cr) 9:9.72E-02 - preconditioner: GS(sweeps:cr) 11:9.07E-02 - preconditioner: GS(sweeps:cr) 10:9.60E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.86E-13 9.18E-13 9.28E-13 c.r.: 0.0488 0.0416 0.0421 GCR(projections:sweeps:cr)= 4: 41:3.57E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.86E-13 9.18E-13 9.28E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 64 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.63001000000000040 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.40E-06 9.18E-13 9.28E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.81E-02 - preconditioner: GS(sweeps:cr) 12:9.58E-02 - preconditioner: GS(sweeps:cr) 11:9.74E-02 - preconditioner: GS(sweeps:cr) 11:9.58E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.28E-10 6.27E-10 6.32E-10 GCR(projections:sweeps:cr)= 4: 47:2.44E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.43E-02 - preconditioner: GS(sweeps:cr) 10:9.91E-02 - preconditioner: GS(sweeps:cr) 11:8.74E-02 - preconditioner: GS(sweeps:cr) 11:8.83E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.77E-12 2.13E-11 2.13E-11 c.r.: 0.0451 0.0340 0.0338 GCR(projections:sweeps:cr)= 4: 43:3.14E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.85E-02 - preconditioner: GS(sweeps:cr) 9:9.63E-02 - preconditioner: GS(sweeps:cr) 11:9.00E-02 - preconditioner: GS(sweeps:cr) 10:9.62E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.75E-13 8.90E-13 8.97E-13 c.r.: 0.0476 0.0418 0.0421 GCR(projections:sweeps:cr)= 4: 41:3.56E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.75E-13 8.90E-13 8.97E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 65 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.64001000000000041 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.38E-06 8.90E-13 8.97E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.78E-02 - preconditioner: GS(sweeps:cr) 12:9.59E-02 - preconditioner: GS(sweeps:cr) 11:9.73E-02 - preconditioner: GS(sweeps:cr) 11:9.55E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.23E-10 6.08E-10 6.18E-10 GCR(projections:sweeps:cr)= 4: 47:2.39E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.43E-02 - preconditioner: GS(sweeps:cr) 10:9.82E-02 - preconditioner: GS(sweeps:cr) 11:8.66E-02 - preconditioner: GS(sweeps:cr) 11:8.68E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.63E-12 2.03E-11 2.04E-11 c.r.: 0.0457 0.0334 0.0331 GCR(projections:sweeps:cr)= 4: 43:3.12E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.64E-02 - preconditioner: GS(sweeps:cr) 9:9.49E-02 - preconditioner: GS(sweeps:cr) 11:8.89E-02 - preconditioner: GS(sweeps:cr) 10:9.50E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.63E-13 8.55E-13 8.58E-13 c.r.: 0.0467 0.0421 0.0420 GCR(projections:sweeps:cr)= 4: 41:3.53E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.63E-13 8.55E-13 8.58E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 66 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.65001000000000042 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.37E-06 8.55E-13 8.58E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.82E-02 - preconditioner: GS(sweeps:cr) 12:9.64E-02 - preconditioner: GS(sweeps:cr) 11:9.80E-02 - preconditioner: GS(sweeps:cr) 11:9.53E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.18E-10 5.87E-10 6.06E-10 GCR(projections:sweeps:cr)= 4: 47:2.33E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.42E-02 - preconditioner: GS(sweeps:cr) 10:9.66E-02 - preconditioner: GS(sweeps:cr) 11:8.62E-02 - preconditioner: GS(sweeps:cr) 11:8.47E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.42E-12 1.93E-11 1.95E-11 c.r.: 0.0458 0.0329 0.0322 GCR(projections:sweeps:cr)= 4: 43:3.07E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.41E-02 - preconditioner: GS(sweeps:cr) 9:9.35E-02 - preconditioner: GS(sweeps:cr) 11:8.81E-02 - preconditioner: GS(sweeps:cr) 10:9.29E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.50E-13 8.09E-13 8.11E-13 c.r.: 0.0461 0.0420 0.0415 GCR(projections:sweeps:cr)= 4: 41:3.48E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.50E-13 8.09E-13 8.11E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 67 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.66001000000000043 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.35E-06 8.09E-13 8.11E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.84E-02 - preconditioner: GS(sweeps:cr) 12:9.70E-02 - preconditioner: GS(sweeps:cr) 11:9.86E-02 - preconditioner: GS(sweeps:cr) 11:9.50E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.14E-10 5.67E-10 5.89E-10 GCR(projections:sweeps:cr)= 4: 47:2.29E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.46E-02 - preconditioner: GS(sweeps:cr) 10:9.53E-02 - preconditioner: GS(sweeps:cr) 11:8.65E-02 - preconditioner: GS(sweeps:cr) 10:9.87E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 5.21E-12 1.82E-11 1.86E-11 c.r.: 0.0456 0.0322 0.0316 GCR(projections:sweeps:cr)= 4: 42:3.01E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.68E-02 - preconditioner: GS(sweeps:cr) 9:8.92E-02 - preconditioner: GS(sweeps:cr) 11:8.54E-02 - preconditioner: GS(sweeps:cr) 10:9.10E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.34E-13 7.51E-13 7.52E-13 c.r.: 0.0448 0.0412 0.0404 GCR(projections:sweeps:cr)= 4: 40:3.40E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.34E-13 7.51E-13 7.52E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 68 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.67001000000000044 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.33E-06 7.51E-13 7.52E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.90E-02 - preconditioner: GS(sweeps:cr) 12:9.75E-02 - preconditioner: GS(sweeps:cr) 11:9.91E-02 - preconditioner: GS(sweeps:cr) 11:9.53E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.11E-10 5.48E-10 5.72E-10 GCR(projections:sweeps:cr)= 4: 47:2.24E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.54E-02 - preconditioner: GS(sweeps:cr) 10:9.41E-02 - preconditioner: GS(sweeps:cr) 11:8.73E-02 - preconditioner: GS(sweeps:cr) 10:9.80E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.94E-12 1.74E-11 1.79E-11 c.r.: 0.0445 0.0317 0.0312 GCR(projections:sweeps:cr)= 4: 42:2.96E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.53E-02 - preconditioner: GS(sweeps:cr) 9:8.82E-02 - preconditioner: GS(sweeps:cr) 11:8.43E-02 - preconditioner: GS(sweeps:cr) 10:9.06E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.19E-13 6.96E-13 7.06E-13 c.r.: 0.0444 0.0400 0.0395 GCR(projections:sweeps:cr)= 4: 40:3.32E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.19E-13 6.96E-13 7.06E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 69 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.68001000000000045 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.32E-06 6.96E-13 7.06E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.90E-02 - preconditioner: GS(sweeps:cr) 12:9.86E-02 - preconditioner: GS(sweeps:cr) 11:9.94E-02 - preconditioner: GS(sweeps:cr) 11:9.54E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.09E-10 5.28E-10 5.53E-10 GCR(projections:sweeps:cr)= 4: 47:2.19E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.55E-02 - preconditioner: GS(sweeps:cr) 10:9.30E-02 - preconditioner: GS(sweeps:cr) 11:8.85E-02 - preconditioner: GS(sweeps:cr) 10:9.83E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.68E-12 1.68E-11 1.72E-11 c.r.: 0.0431 0.0317 0.0311 GCR(projections:sweeps:cr)= 4: 42:2.92E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.48E-02 - preconditioner: GS(sweeps:cr) 9:8.78E-02 - preconditioner: GS(sweeps:cr) 10:9.99E-02 - preconditioner: GS(sweeps:cr) 10:9.14E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 2.07E-13 6.46E-13 6.62E-13 c.r.: 0.0442 0.0386 0.0384 GCR(projections:sweeps:cr)= 4: 39:3.23E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 2.07E-13 6.46E-13 6.62E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 70 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.69001000000000046 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.30E-06 6.46E-13 6.62E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.94E-02 - preconditioner: GS(sweeps:cr) 12:9.88E-02 - preconditioner: GS(sweeps:cr) 11:9.97E-02 - preconditioner: GS(sweeps:cr) 11:9.53E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.07E-10 5.12E-10 5.35E-10 GCR(projections:sweeps:cr)= 4: 47:2.14E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.55E-02 - preconditioner: GS(sweeps:cr) 10:9.22E-02 - preconditioner: GS(sweeps:cr) 11:8.93E-02 - preconditioner: GS(sweeps:cr) 10:9.94E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.47E-12 1.63E-11 1.68E-11 c.r.: 0.0418 0.0318 0.0314 GCR(projections:sweeps:cr)= 4: 42:2.91E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.51E-02 - preconditioner: GS(sweeps:cr) 9:8.77E-02 - preconditioner: GS(sweeps:cr) 10:9.91E-02 - preconditioner: GS(sweeps:cr) 10:9.00E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.97E-13 6.06E-13 6.31E-13 c.r.: 0.0439 0.0373 0.0376 GCR(projections:sweeps:cr)= 4: 39:3.13E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.97E-13 6.06E-13 6.31E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 71 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.70001000000000047 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.29E-06 6.06E-13 6.31E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:8.99E-02 - preconditioner: GS(sweeps:cr) 12:9.94E-02 - preconditioner: GS(sweeps:cr) 11:9.94E-02 - preconditioner: GS(sweeps:cr) 11:9.54E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 1.04E-10 4.96E-10 5.18E-10 GCR(projections:sweeps:cr)= 4: 47:2.09E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.55E-02 - preconditioner: GS(sweeps:cr) 10:9.19E-02 - preconditioner: GS(sweeps:cr) 11:9.02E-02 - preconditioner: GS(sweeps:cr) 11:8.50E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.29E-12 1.59E-11 1.65E-11 c.r.: 0.0410 0.0319 0.0318 GCR(projections:sweeps:cr)= 4: 43:2.94E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 10:9.74E-02 - preconditioner: GS(sweeps:cr) 9:8.92E-02 - preconditioner: GS(sweeps:cr) 11:8.47E-02 - preconditioner: GS(sweeps:cr) 10:8.72E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.90E-13 5.82E-13 6.16E-13 c.r.: 0.0444 0.0367 0.0374 GCR(projections:sweeps:cr)= 4: 40:3.06E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.90E-13 5.82E-13 6.16E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 72 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.71001000000000047 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.27E-06 5.82E-13 6.16E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.07E-02 - preconditioner: GS(sweeps:cr) 13:8.63E-02 - preconditioner: GS(sweeps:cr) 11:9.93E-02 - preconditioner: GS(sweeps:cr) 11:9.46E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 9.66E-11 4.87E-10 5.06E-10 GCR(projections:sweeps:cr)= 4: 48:2.06E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.77E-02 - preconditioner: GS(sweeps:cr) 10:9.37E-02 - preconditioner: GS(sweeps:cr) 11:9.37E-02 - preconditioner: GS(sweeps:cr) 11:8.63E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.35E-12 1.55E-11 1.62E-11 c.r.: 0.0450 0.0318 0.0320 GCR(projections:sweeps:cr)= 4: 43:2.97E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.41E-02 - preconditioner: GS(sweeps:cr) 9:9.04E-02 - preconditioner: GS(sweeps:cr) 11:8.69E-02 - preconditioner: GS(sweeps:cr) 10:8.83E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.77E-13 5.70E-13 6.06E-13 c.r.: 0.0408 0.0368 0.0375 GCR(projections:sweeps:cr)= 4: 41:3.04E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.77E-13 5.70E-13 6.06E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 73 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.72001000000000048 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.26E-06 5.70E-13 6.06E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.15E-02 - preconditioner: GS(sweeps:cr) 13:8.70E-02 - preconditioner: GS(sweeps:cr) 12:8.39E-02 - preconditioner: GS(sweeps:cr) 11:9.26E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 9.27E-11 4.77E-10 4.94E-10 GCR(projections:sweeps:cr)= 4: 49:2.01E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.84E-02 - preconditioner: GS(sweeps:cr) 10:9.36E-02 - preconditioner: GS(sweeps:cr) 11:9.45E-02 - preconditioner: GS(sweeps:cr) 11:8.67E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.36E-12 1.54E-11 1.60E-11 c.r.: 0.0470 0.0323 0.0324 GCR(projections:sweeps:cr)= 4: 43:3.03E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.56E-02 - preconditioner: GS(sweeps:cr) 9:9.11E-02 - preconditioner: GS(sweeps:cr) 11:8.82E-02 - preconditioner: GS(sweeps:cr) 10:8.92E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.75E-13 5.72E-13 6.05E-13 c.r.: 0.0401 0.0371 0.0378 GCR(projections:sweeps:cr)= 4: 41:3.06E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.75E-13 5.72E-13 6.05E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 74 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.73001000000000049 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.24E-06 5.72E-13 6.05E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.22E-02 - preconditioner: GS(sweeps:cr) 13:8.77E-02 - preconditioner: GS(sweeps:cr) 12:8.43E-02 - preconditioner: GS(sweeps:cr) 11:9.39E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 9.02E-11 4.71E-10 4.81E-10 GCR(projections:sweeps:cr)= 4: 49:1.98E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.90E-02 - preconditioner: GS(sweeps:cr) 10:9.45E-02 - preconditioner: GS(sweeps:cr) 11:9.45E-02 - preconditioner: GS(sweeps:cr) 11:8.74E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.36E-12 1.54E-11 1.59E-11 c.r.: 0.0483 0.0328 0.0331 GCR(projections:sweeps:cr)= 4: 43:3.09E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.73E-02 - preconditioner: GS(sweeps:cr) 9:9.33E-02 - preconditioner: GS(sweeps:cr) 11:8.93E-02 - preconditioner: GS(sweeps:cr) 10:9.06E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.74E-13 5.80E-13 6.08E-13 c.r.: 0.0400 0.0376 0.0381 GCR(projections:sweeps:cr)= 4: 41:3.11E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.74E-13 5.80E-13 6.08E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 75 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.74001000000000050 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.23E-06 5.80E-13 6.08E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.29E-02 - preconditioner: GS(sweeps:cr) 13:8.88E-02 - preconditioner: GS(sweeps:cr) 12:8.45E-02 - preconditioner: GS(sweeps:cr) 11:9.56E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 8.80E-11 4.65E-10 4.69E-10 GCR(projections:sweeps:cr)= 4: 49:1.97E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.99E-02 - preconditioner: GS(sweeps:cr) 10:9.50E-02 - preconditioner: GS(sweeps:cr) 11:9.47E-02 - preconditioner: GS(sweeps:cr) 11:8.83E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.38E-12 1.55E-11 1.59E-11 c.r.: 0.0498 0.0333 0.0339 GCR(projections:sweeps:cr)= 4: 43:3.13E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.96E-02 - preconditioner: GS(sweeps:cr) 9:9.46E-02 - preconditioner: GS(sweeps:cr) 11:9.00E-02 - preconditioner: GS(sweeps:cr) 10:9.16E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.75E-13 5.94E-13 6.11E-13 c.r.: 0.0400 0.0384 0.0384 GCR(projections:sweeps:cr)= 4: 41:3.20E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.75E-13 5.94E-13 6.11E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 76 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.75001000000000051 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.22E-06 5.94E-13 6.11E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.35E-02 - preconditioner: GS(sweeps:cr) 13:8.97E-02 - preconditioner: GS(sweeps:cr) 12:8.47E-02 - preconditioner: GS(sweeps:cr) 11:9.69E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 8.56E-11 4.58E-10 4.59E-10 GCR(projections:sweeps:cr)= 4: 49:1.97E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.50E-02 - preconditioner: GS(sweeps:cr) 10:9.53E-02 - preconditioner: GS(sweeps:cr) 11:9.26E-02 - preconditioner: GS(sweeps:cr) 11:8.53E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.38E-12 1.56E-11 1.59E-11 c.r.: 0.0512 0.0340 0.0347 GCR(projections:sweeps:cr)= 4: 44:3.16E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.91E-02 - preconditioner: GS(sweeps:cr) 9:9.45E-02 - preconditioner: GS(sweeps:cr) 11:8.85E-02 - preconditioner: GS(sweeps:cr) 10:9.10E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.80E-13 6.10E-13 6.18E-13 c.r.: 0.0411 0.0391 0.0388 GCR(projections:sweeps:cr)= 4: 41:3.30E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.80E-13 6.10E-13 6.18E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 77 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.76001000000000052 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.20E-06 6.10E-13 6.18E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.39E-02 - preconditioner: GS(sweeps:cr) 13:9.11E-02 - preconditioner: GS(sweeps:cr) 12:8.51E-02 - preconditioner: GS(sweeps:cr) 11:9.74E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 8.37E-11 4.51E-10 4.52E-10 GCR(projections:sweeps:cr)= 4: 49:1.97E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.58E-02 - preconditioner: GS(sweeps:cr) 10:9.46E-02 - preconditioner: GS(sweeps:cr) 11:9.27E-02 - preconditioner: GS(sweeps:cr) 11:8.52E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.37E-12 1.55E-11 1.58E-11 c.r.: 0.0522 0.0343 0.0351 GCR(projections:sweeps:cr)= 4: 44:3.16E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.03E-02 - preconditioner: GS(sweeps:cr) 9:9.38E-02 - preconditioner: GS(sweeps:cr) 11:8.89E-02 - preconditioner: GS(sweeps:cr) 10:9.08E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.81E-13 6.21E-13 6.19E-13 c.r.: 0.0416 0.0402 0.0391 GCR(projections:sweeps:cr)= 4: 41:3.40E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.81E-13 6.21E-13 6.19E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 78 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.77001000000000053 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.19E-06 6.21E-13 6.19E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.40E-02 - preconditioner: GS(sweeps:cr) 13:9.14E-02 - preconditioner: GS(sweeps:cr) 12:8.55E-02 - preconditioner: GS(sweeps:cr) 11:9.72E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 8.24E-11 4.46E-10 4.43E-10 GCR(projections:sweeps:cr)= 4: 49:1.98E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.59E-02 - preconditioner: GS(sweeps:cr) 10:9.44E-02 - preconditioner: GS(sweeps:cr) 11:9.29E-02 - preconditioner: GS(sweeps:cr) 11:8.56E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.32E-12 1.52E-11 1.57E-11 c.r.: 0.0524 0.0341 0.0354 GCR(projections:sweeps:cr)= 4: 44:3.14E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.06E-02 - preconditioner: GS(sweeps:cr) 9:9.32E-02 - preconditioner: GS(sweeps:cr) 11:8.91E-02 - preconditioner: GS(sweeps:cr) 10:9.05E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.82E-13 6.26E-13 6.14E-13 c.r.: 0.0422 0.0411 0.0392 GCR(projections:sweeps:cr)= 4: 41:3.48E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.82E-13 6.26E-13 6.14E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 79 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.78001000000000054 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.18E-06 6.26E-13 6.14E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.45E-02 - preconditioner: GS(sweeps:cr) 13:9.15E-02 - preconditioner: GS(sweeps:cr) 12:8.60E-02 - preconditioner: GS(sweeps:cr) 11:9.68E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 8.13E-11 4.40E-10 4.36E-10 GCR(projections:sweeps:cr)= 4: 49:1.98E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.58E-02 - preconditioner: GS(sweeps:cr) 10:9.45E-02 - preconditioner: GS(sweeps:cr) 11:9.30E-02 - preconditioner: GS(sweeps:cr) 11:8.62E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.27E-12 1.49E-11 1.54E-11 c.r.: 0.0525 0.0339 0.0353 GCR(projections:sweeps:cr)= 4: 44:3.11E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.03E-02 - preconditioner: GS(sweeps:cr) 9:9.28E-02 - preconditioner: GS(sweeps:cr) 11:8.92E-02 - preconditioner: GS(sweeps:cr) 10:9.05E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.83E-13 6.25E-13 6.04E-13 c.r.: 0.0429 0.0420 0.0393 GCR(projections:sweeps:cr)= 4: 41:3.55E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.83E-13 6.25E-13 6.04E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 80 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.79001000000000055 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.16E-06 6.25E-13 6.04E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.43E-02 - preconditioner: GS(sweeps:cr) 13:9.17E-02 - preconditioner: GS(sweeps:cr) 12:8.57E-02 - preconditioner: GS(sweeps:cr) 11:9.66E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 8.03E-11 4.33E-10 4.29E-10 GCR(projections:sweeps:cr)= 4: 49:1.97E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.58E-02 - preconditioner: GS(sweeps:cr) 10:9.45E-02 - preconditioner: GS(sweeps:cr) 11:9.32E-02 - preconditioner: GS(sweeps:cr) 11:8.71E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.18E-12 1.45E-11 1.50E-11 c.r.: 0.0521 0.0334 0.0350 GCR(projections:sweeps:cr)= 4: 44:3.09E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.94E-02 - preconditioner: GS(sweeps:cr) 9:9.19E-02 - preconditioner: GS(sweeps:cr) 11:8.96E-02 - preconditioner: GS(sweeps:cr) 10:9.09E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.83E-13 6.18E-13 5.91E-13 c.r.: 0.0437 0.0427 0.0393 GCR(projections:sweeps:cr)= 4: 41:3.59E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.83E-13 6.18E-13 5.91E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 81 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.80001000000000055 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.15E-06 6.18E-13 5.91E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.40E-02 - preconditioner: GS(sweeps:cr) 13:9.15E-02 - preconditioner: GS(sweeps:cr) 12:8.52E-02 - preconditioner: GS(sweeps:cr) 11:9.72E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 7.95E-11 4.26E-10 4.24E-10 GCR(projections:sweeps:cr)= 4: 49:1.95E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.58E-02 - preconditioner: GS(sweeps:cr) 10:9.47E-02 - preconditioner: GS(sweeps:cr) 11:9.30E-02 - preconditioner: GS(sweeps:cr) 11:8.82E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 4.09E-12 1.40E-11 1.46E-11 c.r.: 0.0515 0.0329 0.0345 GCR(projections:sweeps:cr)= 4: 44:3.07E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.84E-02 - preconditioner: GS(sweeps:cr) 9:9.08E-02 - preconditioner: GS(sweeps:cr) 11:8.99E-02 - preconditioner: GS(sweeps:cr) 10:9.16E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.80E-13 6.03E-13 5.77E-13 c.r.: 0.0440 0.0430 0.0394 GCR(projections:sweeps:cr)= 4: 41:3.60E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.80E-13 6.03E-13 5.77E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 82 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.81001000000000056 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.14E-06 6.03E-13 5.77E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.35E-02 - preconditioner: GS(sweeps:cr) 13:9.15E-02 - preconditioner: GS(sweeps:cr) 12:8.49E-02 - preconditioner: GS(sweeps:cr) 11:9.82E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 7.84E-11 4.19E-10 4.18E-10 GCR(projections:sweeps:cr)= 4: 49:1.92E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.59E-02 - preconditioner: GS(sweeps:cr) 10:9.49E-02 - preconditioner: GS(sweeps:cr) 11:9.29E-02 - preconditioner: GS(sweeps:cr) 11:8.96E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.98E-12 1.35E-11 1.42E-11 c.r.: 0.0507 0.0323 0.0339 GCR(projections:sweeps:cr)= 4: 44:3.06E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.77E-02 - preconditioner: GS(sweeps:cr) 9:9.01E-02 - preconditioner: GS(sweeps:cr) 11:9.01E-02 - preconditioner: GS(sweeps:cr) 10:9.20E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.75E-13 5.79E-13 5.60E-13 c.r.: 0.0439 0.0428 0.0394 GCR(projections:sweeps:cr)= 4: 41:3.58E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.75E-13 5.79E-13 5.60E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 83 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.82001000000000057 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.13E-06 5.79E-13 5.60E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.30E-02 - preconditioner: GS(sweeps:cr) 13:9.19E-02 - preconditioner: GS(sweeps:cr) 12:8.52E-02 - preconditioner: GS(sweeps:cr) 11:9.85E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 7.74E-11 4.10E-10 4.12E-10 GCR(projections:sweeps:cr)= 4: 49:1.88E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.63E-02 - preconditioner: GS(sweeps:cr) 10:9.53E-02 - preconditioner: GS(sweeps:cr) 11:9.26E-02 - preconditioner: GS(sweeps:cr) 11:9.13E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.85E-12 1.30E-11 1.37E-11 c.r.: 0.0498 0.0318 0.0332 GCR(projections:sweeps:cr)= 4: 44:3.04E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.72E-02 - preconditioner: GS(sweeps:cr) 9:8.95E-02 - preconditioner: GS(sweeps:cr) 11:9.05E-02 - preconditioner: GS(sweeps:cr) 10:9.21E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.67E-13 5.49E-13 5.37E-13 c.r.: 0.0432 0.0421 0.0393 GCR(projections:sweeps:cr)= 4: 41:3.52E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.67E-13 5.49E-13 5.37E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 84 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.83001000000000058 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.11E-06 5.49E-13 5.37E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.26E-02 - preconditioner: GS(sweeps:cr) 13:9.24E-02 - preconditioner: GS(sweeps:cr) 12:8.55E-02 - preconditioner: GS(sweeps:cr) 11:9.89E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 7.64E-11 3.99E-10 4.04E-10 GCR(projections:sweeps:cr)= 4: 49:1.83E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.72E-02 - preconditioner: GS(sweeps:cr) 10:9.55E-02 - preconditioner: GS(sweeps:cr) 11:9.22E-02 - preconditioner: GS(sweeps:cr) 11:9.29E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.70E-12 1.25E-11 1.31E-11 c.r.: 0.0484 0.0312 0.0326 GCR(projections:sweeps:cr)= 4: 44:3.02E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.69E-02 - preconditioner: GS(sweeps:cr) 9:8.97E-02 - preconditioner: GS(sweeps:cr) 11:9.10E-02 - preconditioner: GS(sweeps:cr) 10:9.25E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.56E-13 5.12E-13 5.10E-13 c.r.: 0.0422 0.0410 0.0388 GCR(projections:sweeps:cr)= 4: 41:3.44E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.56E-13 5.12E-13 5.10E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 85 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.84001000000000059 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.10E-06 5.12E-13 5.10E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.29E-02 - preconditioner: GS(sweeps:cr) 13:9.29E-02 - preconditioner: GS(sweeps:cr) 12:8.55E-02 - preconditioner: GS(sweeps:cr) 11:9.90E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 7.51E-11 3.88E-10 3.95E-10 GCR(projections:sweeps:cr)= 4: 49:1.77E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.75E-02 - preconditioner: GS(sweeps:cr) 10:9.60E-02 - preconditioner: GS(sweeps:cr) 11:9.14E-02 - preconditioner: GS(sweeps:cr) 11:9.44E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.48E-12 1.19E-11 1.25E-11 c.r.: 0.0464 0.0306 0.0315 GCR(projections:sweeps:cr)= 4: 44:2.97E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.67E-02 - preconditioner: GS(sweeps:cr) 9:9.10E-02 - preconditioner: GS(sweeps:cr) 11:9.06E-02 - preconditioner: GS(sweeps:cr) 10:9.38E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.43E-13 4.70E-13 4.77E-13 c.r.: 0.0411 0.0396 0.0382 GCR(projections:sweeps:cr)= 4: 41:3.34E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.43E-13 4.70E-13 4.77E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 86 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.85001000000000060 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.09E-06 4.70E-13 4.77E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.34E-02 - preconditioner: GS(sweeps:cr) 13:9.32E-02 - preconditioner: GS(sweeps:cr) 12:8.56E-02 - preconditioner: GS(sweeps:cr) 11:9.88E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 7.35E-11 3.77E-10 3.85E-10 GCR(projections:sweeps:cr)= 4: 49:1.72E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.79E-02 - preconditioner: GS(sweeps:cr) 10:9.68E-02 - preconditioner: GS(sweeps:cr) 11:9.05E-02 - preconditioner: GS(sweeps:cr) 11:9.54E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.22E-12 1.13E-11 1.17E-11 c.r.: 0.0439 0.0300 0.0304 GCR(projections:sweeps:cr)= 4: 44:2.90E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.62E-02 - preconditioner: GS(sweeps:cr) 9:9.27E-02 - preconditioner: GS(sweeps:cr) 11:8.99E-02 - preconditioner: GS(sweeps:cr) 10:9.53E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.29E-13 4.28E-13 4.38E-13 c.r.: 0.0401 0.0379 0.0374 GCR(projections:sweeps:cr)= 4: 41:3.22E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.29E-13 4.28E-13 4.38E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 87 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.86001000000000061 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.08E-06 4.28E-13 4.38E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.35E-02 - preconditioner: GS(sweeps:cr) 13:9.32E-02 - preconditioner: GS(sweeps:cr) 12:8.56E-02 - preconditioner: GS(sweeps:cr) 11:9.84E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 7.21E-11 3.68E-10 3.76E-10 GCR(projections:sweeps:cr)= 4: 49:1.67E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.79E-02 - preconditioner: GS(sweeps:cr) 10:9.74E-02 - preconditioner: GS(sweeps:cr) 11:8.94E-02 - preconditioner: GS(sweeps:cr) 11:9.59E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.97E-12 1.07E-11 1.10E-11 c.r.: 0.0412 0.0292 0.0292 GCR(projections:sweeps:cr)= 4: 44:2.81E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.54E-02 - preconditioner: GS(sweeps:cr) 9:9.44E-02 - preconditioner: GS(sweeps:cr) 11:8.83E-02 - preconditioner: GS(sweeps:cr) 10:9.61E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.16E-13 3.89E-13 4.02E-13 c.r.: 0.0391 0.0362 0.0367 GCR(projections:sweeps:cr)= 4: 41:3.10E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.16E-13 3.89E-13 4.02E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 88 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.87001000000000062 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.07E-06 3.89E-13 4.02E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.39E-02 - preconditioner: GS(sweeps:cr) 13:9.33E-02 - preconditioner: GS(sweeps:cr) 12:8.56E-02 - preconditioner: GS(sweeps:cr) 11:9.82E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 7.08E-11 3.61E-10 3.68E-10 GCR(projections:sweeps:cr)= 4: 49:1.64E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.87E-02 - preconditioner: GS(sweeps:cr) 10:9.72E-02 - preconditioner: GS(sweeps:cr) 11:8.84E-02 - preconditioner: GS(sweeps:cr) 11:9.56E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.76E-12 1.03E-11 1.04E-11 c.r.: 0.0390 0.0285 0.0281 GCR(projections:sweeps:cr)= 4: 44:2.75E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.42E-02 - preconditioner: GS(sweeps:cr) 9:9.53E-02 - preconditioner: GS(sweeps:cr) 11:8.69E-02 - preconditioner: GS(sweeps:cr) 10:9.56E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.07E-13 3.63E-13 3.80E-13 c.r.: 0.0386 0.0354 0.0367 GCR(projections:sweeps:cr)= 4: 41:3.01E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.07E-13 3.63E-13 3.80E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 89 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.88001000000000063 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.06E-06 3.63E-13 3.80E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.43E-02 - preconditioner: GS(sweeps:cr) 13:9.41E-02 - preconditioner: GS(sweeps:cr) 12:8.59E-02 - preconditioner: GS(sweeps:cr) 11:9.82E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.93E-11 3.54E-10 3.62E-10 GCR(projections:sweeps:cr)= 4: 49:1.61E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.93E-02 - preconditioner: GS(sweeps:cr) 10:9.59E-02 - preconditioner: GS(sweeps:cr) 11:8.81E-02 - preconditioner: GS(sweeps:cr) 11:9.53E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.66E-12 9.99E-12 1.01E-11 c.r.: 0.0384 0.0282 0.0278 GCR(projections:sweeps:cr)= 4: 44:2.76E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.35E-02 - preconditioner: GS(sweeps:cr) 9:9.70E-02 - preconditioner: GS(sweeps:cr) 11:8.69E-02 - preconditioner: GS(sweeps:cr) 10:9.42E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.05E-13 3.61E-13 3.81E-13 c.r.: 0.0393 0.0362 0.0378 GCR(projections:sweeps:cr)= 4: 41:3.05E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.05E-13 3.61E-13 3.81E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 90 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.89001000000000063 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.05E-06 3.61E-13 3.81E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.41E-02 - preconditioner: GS(sweeps:cr) 13:9.52E-02 - preconditioner: GS(sweeps:cr) 12:8.63E-02 - preconditioner: GS(sweeps:cr) 11:9.83E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.80E-11 3.49E-10 3.57E-10 GCR(projections:sweeps:cr)= 4: 49:1.61E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.87E-02 - preconditioner: GS(sweeps:cr) 10:9.48E-02 - preconditioner: GS(sweeps:cr) 11:8.78E-02 - preconditioner: GS(sweeps:cr) 11:9.50E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.69E-12 1.01E-11 1.01E-11 c.r.: 0.0396 0.0290 0.0284 GCR(projections:sweeps:cr)= 4: 44:2.89E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.36E-02 - preconditioner: GS(sweeps:cr) 9:9.79E-02 - preconditioner: GS(sweeps:cr) 11:8.89E-02 - preconditioner: GS(sweeps:cr) 10:9.31E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.10E-13 3.85E-13 4.02E-13 c.r.: 0.0410 0.0381 0.0396 GCR(projections:sweeps:cr)= 4: 41:3.17E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.10E-13 3.85E-13 4.02E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 91 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.90001000000000064 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.03E-06 3.85E-13 4.02E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.39E-02 - preconditioner: GS(sweeps:cr) 13:9.57E-02 - preconditioner: GS(sweeps:cr) 12:8.65E-02 - preconditioner: GS(sweeps:cr) 11:9.86E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.71E-11 3.46E-10 3.51E-10 GCR(projections:sweeps:cr)= 4: 49:1.61E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.81E-02 - preconditioner: GS(sweeps:cr) 10:9.39E-02 - preconditioner: GS(sweeps:cr) 11:8.73E-02 - preconditioner: GS(sweeps:cr) 11:9.45E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 2.84E-12 1.06E-11 1.06E-11 c.r.: 0.0423 0.0306 0.0303 GCR(projections:sweeps:cr)= 4: 44:3.09E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.48E-02 - preconditioner: GS(sweeps:cr) 9:9.77E-02 - preconditioner: GS(sweeps:cr) 11:9.11E-02 - preconditioner: GS(sweeps:cr) 10:9.20E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.22E-13 4.25E-13 4.33E-13 c.r.: 0.0429 0.0401 0.0408 GCR(projections:sweeps:cr)= 4: 41:3.30E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.22E-13 4.25E-13 4.33E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 92 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.91001000000000065 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.02E-06 4.25E-13 4.33E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.40E-02 - preconditioner: GS(sweeps:cr) 13:9.69E-02 - preconditioner: GS(sweeps:cr) 12:8.68E-02 - preconditioner: GS(sweeps:cr) 11:9.90E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.65E-11 3.45E-10 3.46E-10 GCR(projections:sweeps:cr)= 4: 49:1.63E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.80E-02 - preconditioner: GS(sweeps:cr) 10:9.27E-02 - preconditioner: GS(sweeps:cr) 11:8.78E-02 - preconditioner: GS(sweeps:cr) 11:9.43E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.04E-12 1.12E-11 1.12E-11 c.r.: 0.0457 0.0323 0.0325 GCR(projections:sweeps:cr)= 4: 44:3.31E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.61E-02 - preconditioner: GS(sweeps:cr) 9:9.74E-02 - preconditioner: GS(sweeps:cr) 11:9.27E-02 - preconditioner: GS(sweeps:cr) 10:9.08E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.35E-13 4.70E-13 4.67E-13 c.r.: 0.0444 0.0421 0.0416 GCR(projections:sweeps:cr)= 4: 41:3.42E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.35E-13 4.70E-13 4.67E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 93 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.92001000000000066 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.01E-06 4.70E-13 4.67E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.45E-02 - preconditioner: GS(sweeps:cr) 13:9.80E-02 - preconditioner: GS(sweeps:cr) 12:8.75E-02 - preconditioner: GS(sweeps:cr) 11:9.94E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.61E-11 3.44E-10 3.43E-10 GCR(projections:sweeps:cr)= 4: 49:1.65E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:8.89E-02 - preconditioner: GS(sweeps:cr) 10:9.18E-02 - preconditioner: GS(sweeps:cr) 11:8.85E-02 - preconditioner: GS(sweeps:cr) 11:9.42E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.25E-12 1.17E-11 1.17E-11 c.r.: 0.0492 0.0340 0.0343 GCR(projections:sweeps:cr)= 4: 44:3.49E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.73E-02 - preconditioner: GS(sweeps:cr) 9:9.70E-02 - preconditioner: GS(sweeps:cr) 11:9.44E-02 - preconditioner: GS(sweeps:cr) 10:8.97E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.47E-13 5.10E-13 5.00E-13 c.r.: 0.0453 0.0437 0.0426 GCR(projections:sweeps:cr)= 4: 41:3.55E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.47E-13 5.10E-13 5.00E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 94 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.93001000000000067 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 2.00E-06 5.10E-13 5.00E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.50E-02 - preconditioner: GS(sweeps:cr) 13:9.83E-02 - preconditioner: GS(sweeps:cr) 12:8.80E-02 - preconditioner: GS(sweeps:cr) 11:9.96E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.57E-11 3.43E-10 3.40E-10 GCR(projections:sweeps:cr)= 4: 49:1.67E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.01E-02 - preconditioner: GS(sweeps:cr) 10:9.12E-02 - preconditioner: GS(sweeps:cr) 11:8.97E-02 - preconditioner: GS(sweeps:cr) 11:9.40E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.44E-12 1.21E-11 1.21E-11 c.r.: 0.0524 0.0352 0.0356 GCR(projections:sweeps:cr)= 4: 44:3.63E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.86E-02 - preconditioner: GS(sweeps:cr) 9:9.62E-02 - preconditioner: GS(sweeps:cr) 11:9.56E-02 - preconditioner: GS(sweeps:cr) 10:8.89E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.57E-13 5.40E-13 5.26E-13 c.r.: 0.0458 0.0447 0.0435 GCR(projections:sweeps:cr)= 4: 41:3.68E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.57E-13 5.40E-13 5.26E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 95 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.94001000000000068 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 1.99E-06 5.40E-13 5.26E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.59E-02 - preconditioner: GS(sweeps:cr) 13:9.87E-02 - preconditioner: GS(sweeps:cr) 12:8.84E-02 - preconditioner: GS(sweeps:cr) 11:1.00E-01 CFLp= 1.00E+02 steps= 1 L1(res)= 6.48E-11 3.43E-10 3.36E-10 GCR(projections:sweeps:cr)= 4: 49:1.68E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.11E-02 - preconditioner: GS(sweeps:cr) 10:9.09E-02 - preconditioner: GS(sweeps:cr) 11:9.09E-02 - preconditioner: GS(sweeps:cr) 11:9.35E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.59E-12 1.23E-11 1.24E-11 c.r.: 0.0554 0.0360 0.0368 GCR(projections:sweeps:cr)= 4: 44:3.72E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:8.99E-02 - preconditioner: GS(sweeps:cr) 9:9.51E-02 - preconditioner: GS(sweeps:cr) 11:9.65E-02 - preconditioner: GS(sweeps:cr) 10:8.84E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.64E-13 5.59E-13 5.43E-13 c.r.: 0.0457 0.0454 0.0439 GCR(projections:sweeps:cr)= 4: 41:3.78E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.64E-13 5.59E-13 5.43E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 96 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.95001000000000069 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 1.98E-06 5.59E-13 5.43E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.59E-02 - preconditioner: GS(sweeps:cr) 13:9.89E-02 - preconditioner: GS(sweeps:cr) 12:8.85E-02 - preconditioner: GS(sweeps:cr) 12:8.33E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.34E-11 3.41E-10 3.34E-10 GCR(projections:sweeps:cr)= 4: 50:1.69E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.24E-02 - preconditioner: GS(sweeps:cr) 10:9.05E-02 - preconditioner: GS(sweeps:cr) 11:9.30E-02 - preconditioner: GS(sweeps:cr) 11:9.35E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.75E-12 1.24E-11 1.25E-11 c.r.: 0.0591 0.0364 0.0374 GCR(projections:sweeps:cr)= 4: 44:3.77E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.08E-02 - preconditioner: GS(sweeps:cr) 9:9.22E-02 - preconditioner: GS(sweeps:cr) 11:9.83E-02 - preconditioner: GS(sweeps:cr) 10:8.77E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.67E-13 5.68E-13 5.51E-13 c.r.: 0.0446 0.0457 0.0441 GCR(projections:sweeps:cr)= 4: 41:3.84E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.67E-13 5.68E-13 5.51E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 97 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.96001000000000070 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 1.97E-06 5.68E-13 5.51E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.62E-02 - preconditioner: GS(sweeps:cr) 13:9.92E-02 - preconditioner: GS(sweeps:cr) 12:8.84E-02 - preconditioner: GS(sweeps:cr) 11:1.00E-01 CFLp= 1.00E+02 steps= 1 L1(res)= 6.30E-11 3.35E-10 3.27E-10 GCR(projections:sweeps:cr)= 4: 49:1.67E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.24E-02 - preconditioner: GS(sweeps:cr) 10:9.04E-02 - preconditioner: GS(sweeps:cr) 11:9.32E-02 - preconditioner: GS(sweeps:cr) 11:9.25E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.76E-12 1.23E-11 1.24E-11 c.r.: 0.0598 0.0368 0.0380 GCR(projections:sweeps:cr)= 4: 44:3.80E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.20E-02 - preconditioner: GS(sweeps:cr) 9:9.25E-02 - preconditioner: GS(sweeps:cr) 11:9.82E-02 - preconditioner: GS(sweeps:cr) 10:8.87E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.67E-13 5.63E-13 5.48E-13 c.r.: 0.0443 0.0457 0.0441 GCR(projections:sweeps:cr)= 4: 41:3.87E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.67E-13 5.63E-13 5.48E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 98 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.97001000000000071 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 1.96E-06 5.63E-13 5.48E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.64E-02 - preconditioner: GS(sweeps:cr) 13:9.98E-02 - preconditioner: GS(sweeps:cr) 12:8.82E-02 - preconditioner: GS(sweeps:cr) 12:8.35E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 6.08E-11 3.29E-10 3.23E-10 GCR(projections:sweeps:cr)= 4: 50:1.65E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.39E-02 - preconditioner: GS(sweeps:cr) 10:9.06E-02 - preconditioner: GS(sweeps:cr) 11:9.54E-02 - preconditioner: GS(sweeps:cr) 11:9.23E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.81E-12 1.21E-11 1.22E-11 c.r.: 0.0627 0.0367 0.0379 GCR(projections:sweeps:cr)= 4: 44:3.79E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.29E-02 - preconditioner: GS(sweeps:cr) 9:8.98E-02 - preconditioner: GS(sweeps:cr) 11:9.99E-02 - preconditioner: GS(sweeps:cr) 10:8.88E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.64E-13 5.50E-13 5.36E-13 c.r.: 0.0430 0.0455 0.0439 GCR(projections:sweeps:cr)= 4: 41:3.86E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.64E-13 5.50E-13 5.36E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 99 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.98001000000000071 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 1.96E-06 5.50E-13 5.36E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.62E-02 - preconditioner: GS(sweeps:cr) 14:8.75E-02 - preconditioner: GS(sweeps:cr) 12:8.95E-02 - preconditioner: GS(sweeps:cr) 11:9.99E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 5.90E-11 3.22E-10 3.16E-10 GCR(projections:sweeps:cr)= 4: 50:1.63E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.56E-02 - preconditioner: GS(sweeps:cr) 10:9.16E-02 - preconditioner: GS(sweeps:cr) 11:9.83E-02 - preconditioner: GS(sweeps:cr) 11:9.11E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.89E-12 1.17E-11 1.19E-11 c.r.: 0.0659 0.0364 0.0375 GCR(projections:sweeps:cr)= 4: 44:3.74E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.68E-02 - preconditioner: GS(sweeps:cr) 9:8.79E-02 - preconditioner: GS(sweeps:cr) 12:8.78E-02 - preconditioner: GS(sweeps:cr) 10:9.00E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.57E-13 5.27E-13 5.17E-13 c.r.: 0.0405 0.0450 0.0436 GCR(projections:sweeps:cr)= 4: 42:3.83E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.57E-13 5.27E-13 5.17E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 100 : dt = 1.0000000000000000E-002 We're now going to compute the solution at t = 0.99001000000000072 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 1.95E-06 5.27E-13 5.17E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.59E-02 - preconditioner: GS(sweeps:cr) 14:8.79E-02 - preconditioner: GS(sweeps:cr) 12:9.03E-02 - preconditioner: GS(sweeps:cr) 12:8.37E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 5.67E-11 3.14E-10 3.10E-10 GCR(projections:sweeps:cr)= 4: 51:1.59E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.63E-02 - preconditioner: GS(sweeps:cr) 10:9.23E-02 - preconditioner: GS(sweeps:cr) 11:9.95E-02 - preconditioner: GS(sweeps:cr) 11:9.06E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.80E-12 1.12E-11 1.14E-11 c.r.: 0.0671 0.0358 0.0366 GCR(projections:sweeps:cr)= 4: 44:3.68E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.76E-02 - preconditioner: GS(sweeps:cr) 9:8.54E-02 - preconditioner: GS(sweeps:cr) 12:8.89E-02 - preconditioner: GS(sweeps:cr) 10:9.01E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.50E-13 4.94E-13 4.84E-13 c.r.: 0.0394 0.0440 0.0426 GCR(projections:sweeps:cr)= 4: 42:3.75E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.50E-13 4.94E-13 4.84E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- *********************************************************************************** Time step = 101 : dt = 9.9899999999992772E-003 We're now going to compute the solution at t = 1.0000000000000000 -------------------------------------------------------------------- Beginning of Jacobian-Free Newton-Krylov Solver u-equation p-equation q-equation CFLp= 7.51E+06 steps= 0 L1(res)= 1.94E-06 4.94E-13 4.84E-13 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 13:9.58E-02 - preconditioner: GS(sweeps:cr) 14:8.83E-02 - preconditioner: GS(sweeps:cr) 12:9.04E-02 - preconditioner: GS(sweeps:cr) 12:8.40E-02 CFLp= 1.00E+02 steps= 1 L1(res)= 5.50E-11 3.05E-10 3.03E-10 GCR(projections:sweeps:cr)= 4: 51:1.55E-04 Note: We take these residuals (after the 1st iteration) as the initial residual to measure the reduction. ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 12:9.62E-02 - preconditioner: GS(sweeps:cr) 10:9.28E-02 - preconditioner: GS(sweeps:cr) 11:9.93E-02 - preconditioner: GS(sweeps:cr) 11:9.01E-02 CFLp= 2.53E+06 steps= 2 L1(res)= 3.58E-12 1.06E-11 1.07E-11 c.r.: 0.0652 0.0347 0.0354 GCR(projections:sweeps:cr)= 4: 44:3.59E-02 ---------------------------------------------------------------------------------- - preconditioner: GS(sweeps:cr) 11:9.78E-02 - preconditioner: GS(sweeps:cr) 9:8.45E-02 - preconditioner: GS(sweeps:cr) 12:8.90E-02 - preconditioner: GS(sweeps:cr) 10:9.05E-02 CFLp= 5.03E+06 steps= 3 L1(res)= 1.40E-13 4.53E-13 4.44E-13 c.r.: 0.0390 0.0429 0.0414 GCR(projections:sweeps:cr)= 4: 42:3.63E-02 ---------------------------------------------------------------------------------- steps= 3 L1(res)= 1.40E-13 4.53E-13 4.44E-13 Converged End of Jacobian-Free Newton-Krylov Solver -------------------------------------------------------------------- Congratulations. Final time is reached. Final time_step = 101 Final time = 1.0000000000000000 Final time requested = 1.0000000000000000 >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Computing error norms... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> ------------------------------------------------------------------ Error norms computed over the interior nodes L1, L2, Linf ERRORS for u: 2.945E-05 9.842E-05 7.106E-04 ERRORS for p: 7.584E-04 2.593E-03 2.344E-02 ERRORS for q: 7.325E-04 2.475E-03 2.327E-02 Max error location Max error(u) = 7.106E-04 (x,y) = 7.39302E-01 6.50615E-01 Max error(p) = 2.344E-02 (x,y) = 6.70923E-01 6.59258E-01 Max error(q) = 2.327E-02 (x,y) = 7.20346E-01 6.09646E-01 ------------------------------------------------------------------ Error norms computed over boundary nodes: - Boundary number = 1 - Number of nodes = 101 L1, L2, Linf ERRORS for u: 6.328E-41 1.624E-40 7.564E-40 ERRORS for p: 1.078E-38 2.510E-38 1.003E-37 ERRORS for q: 6.500E-40 1.351E-39 4.765E-39 Max error location Max error(u) = 7.564E-40 (x,y) = 0.00000E+00 6.30000E-01 Max error(p) = 1.003E-37 (x,y) = 0.00000E+00 6.10000E-01 Max error(q) = 4.765E-39 (x,y) = 0.00000E+00 6.20000E-01 ------------------------------------------------------------------ Error norms computed over boundary nodes: - Boundary number = 2 - Number of nodes = 101 L1, L2, Linf ERRORS for u: 9.529E-37 2.398E-36 1.215E-35 ERRORS for p: 1.205E-35 2.646E-35 1.074E-34 ERRORS for q: 1.531E-34 3.742E-34 1.707E-33 Max error location Max error(u) = 1.215E-35 (x,y) = 7.20000E-01 0.00000E+00 Max error(p) = 1.074E-34 (x,y) = 6.40000E-01 0.00000E+00 Max error(q) = 1.707E-33 (x,y) = 6.80000E-01 0.00000E+00 ------------------------------------------------------------------ Error norms computed over boundary nodes: - Boundary number = 3 - Number of nodes = 101 L1, L2, Linf ERRORS for u: 2.755E-19 6.526E-19 2.851E-18 ERRORS for p: 1.836E-17 4.698E-17 2.430E-16 ERRORS for q: 3.168E-18 6.660E-18 2.958E-17 Max error location Max error(u) = 2.851E-18 (x,y) = 1.00000E+00 6.30000E-01 Max error(p) = 2.430E-16 (x,y) = 1.00000E+00 6.00000E-01 Max error(q) = 2.958E-17 (x,y) = 1.00000E+00 6.10000E-01 ------------------------------------------------------------------ Error norms computed over boundary nodes: - Boundary number = 4 - Number of nodes = 101 L1, L2, Linf ERRORS for u: 2.665E-21 6.381E-21 2.373E-20 ERRORS for p: 5.414E-20 1.205E-19 4.804E-19 ERRORS for q: 2.952E-19 7.783E-19 3.701E-18 Max error location Max error(u) = 2.373E-20 (x,y) = 7.70000E-01 1.00000E+00 Max error(p) = 4.804E-19 (x,y) = 6.50000E-01 1.00000E+00 Max error(q) = 3.701E-18 (x,y) = 7.00000E-01 1.00000E+00 ------------------------------------------------------------------- >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> >>> Writing Tecplot files... >>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> Writing unsteady_nc_tecplot.dat ... Writing unsteady_nc_tecplot_b.dat ... Finished the EDU2D-AdvDiff solver... Bye!