Framework Information: MOOSE Version: git commit aed34bcb3d on 2020-03-29 LibMesh Version: 3b8296b3b7c2b526d0be242fa6208750c0ede69b PETSc Version: 3.12.4 SLEPc Version: 3.12.1 Current Time: Mon Mar 30 10:55:36 2020 Executable Timestamp: Sun Mar 29 22:37:01 2020 Parallelism: Num Processors: 1 Num Threads: 1 Mesh: Parallel Type: replicated Mesh Dimension: 3 Spatial Dimension: 3 Nodes: Total: 6454 Local: 6454 Elems: Total: 27496 Local: 27496 Num Subdomains: 1 Num Partitions: 1 Nonlinear System: Num DOFs: 25816 Num Local DOFs: 25816 Variables: { "vel_x" "vel_y" "vel_z" "p" } Finite Element Types: "LAGRANGE" Approximation Orders: "FIRST" Relationship Managers: Default: libMesh::DefaultCoupling x 2 Execution Information: Executioner: Transient TimeStepper: ConstantDT Solver Mode: NEWTON MOOSE Preconditioner: SMP Time Step 0, time = 0 Time Step 1, time = 0.01, dt = 0.01 0 Nonlinear |R| = 6.774378e-01 0 Linear |R| = 6.774378e-01 1 Linear |R| = 6.163190e-01 2 Linear |R| = 5.265770e-01 3 Linear |R| = 4.340741e-01 4 Linear |R| = 3.841276e-01 5 Linear |R| = 3.379107e-01 6 Linear |R| = 3.137065e-01 7 Linear |R| = 2.944047e-01 8 Linear |R| = 2.705797e-01 9 Linear |R| = 2.561517e-01 10 Linear |R| = 2.460571e-01 11 Linear |R| = 2.337956e-01 12 Linear |R| = 2.246678e-01 13 Linear |R| = 2.164378e-01 14 Linear |R| = 2.086418e-01 15 Linear |R| = 2.016554e-01 16 Linear |R| = 1.943923e-01 17 Linear |R| = 1.890090e-01 18 Linear |R| = 1.836895e-01 19 Linear |R| = 1.769692e-01 20 Linear |R| = 1.583698e-01 21 Linear |R| = 1.241346e-01 22 Linear |R| = 8.642216e-02 23 Linear |R| = 5.549655e-02 24 Linear |R| = 3.336016e-02 25 Linear |R| = 2.043973e-02 26 Linear |R| = 1.273626e-02 27 Linear |R| = 7.847431e-03 28 Linear |R| = 4.825729e-03 29 Linear |R| = 2.850915e-03 30 Linear |R| = 1.730471e-03 31 Linear |R| = 1.211517e-03 32 Linear |R| = 1.035051e-03 33 Linear |R| = 8.016937e-04 34 Linear |R| = 6.765298e-04 35 Linear |R| = 5.250811e-04 36 Linear |R| = 3.452869e-04 37 Linear |R| = 2.042548e-04 38 Linear |R| = 1.353692e-04 39 Linear |R| = 8.700293e-05 40 Linear |R| = 5.236605e-05 41 Linear |R| = 3.212763e-05 42 Linear |R| = 1.880378e-05 43 Linear |R| = 1.299696e-05 44 Linear |R| = 1.066261e-05 45 Linear |R| = 9.649000e-06 46 Linear |R| = 8.842333e-06 47 Linear |R| = 8.230417e-06 48 Linear |R| = 7.746793e-06 49 Linear |R| = 7.217475e-06 50 Linear |R| = 6.756613e-06 51 Linear |R| = 6.471062e-06 52 Linear |R| = 6.205964e-06 53 Linear |R| = 5.833534e-06 54 Linear |R| = 5.647897e-06 55 Linear |R| = 5.535424e-06 56 Linear |R| = 5.360158e-06 57 Linear |R| = 5.009203e-06 58 Linear |R| = 4.206830e-06 59 Linear |R| = 3.281163e-06 60 Linear |R| = 2.418879e-06 61 Linear |R| = 1.896655e-06 62 Linear |R| = 1.583303e-06 63 Linear |R| = 1.319464e-06 64 Linear |R| = 1.188220e-06 65 Linear |R| = 1.076838e-06 66 Linear |R| = 9.994033e-07 67 Linear |R| = 9.581840e-07 68 Linear |R| = 9.221944e-07 69 Linear |R| = 8.710874e-07 70 Linear |R| = 8.342025e-07 71 Linear |R| = 7.985043e-07 72 Linear |R| = 7.629853e-07 73 Linear |R| = 7.464793e-07 74 Linear |R| = 7.307790e-07 75 Linear |R| = 7.025145e-07 76 Linear |R| = 6.696043e-07 1 Nonlinear |R| = 8.620251e-03 0 Linear |R| = 8.620251e-03 1 Linear |R| = 2.075657e-03 2 Linear |R| = 1.047035e-03 3 Linear |R| = 5.214958e-04 4 Linear |R| = 3.218240e-04 5 Linear |R| = 2.134903e-04 6 Linear |R| = 1.429442e-04 7 Linear |R| = 9.169146e-05 8 Linear |R| = 6.655108e-05 9 Linear |R| = 5.057757e-05 10 Linear |R| = 3.813136e-05 11 Linear |R| = 3.042571e-05 12 Linear |R| = 2.588962e-05 13 Linear |R| = 2.146725e-05 14 Linear |R| = 1.758801e-05 15 Linear |R| = 1.438255e-05 16 Linear |R| = 1.157118e-05 17 Linear |R| = 9.632728e-06 18 Linear |R| = 7.752572e-06 19 Linear |R| = 6.042540e-06 20 Linear |R| = 4.168799e-06 21 Linear |R| = 2.547913e-06 22 Linear |R| = 1.913001e-06 23 Linear |R| = 1.647476e-06 24 Linear |R| = 1.505687e-06 25 Linear |R| = 1.452310e-06 26 Linear |R| = 1.419678e-06 27 Linear |R| = 1.387937e-06 28 Linear |R| = 1.365857e-06 29 Linear |R| = 1.324135e-06 30 Linear |R| = 1.239770e-06 31 Linear |R| = 1.199611e-06 32 Linear |R| = 1.176998e-06 33 Linear |R| = 1.137554e-06 34 Linear |R| = 1.119757e-06 35 Linear |R| = 1.104036e-06 36 Linear |R| = 1.084276e-06 37 Linear |R| = 1.046025e-06 38 Linear |R| = 9.972006e-07 39 Linear |R| = 9.237147e-07 40 Linear |R| = 8.436386e-07 41 Linear |R| = 7.364686e-07 42 Linear |R| = 5.784751e-07 43 Linear |R| = 4.722284e-07 44 Linear |R| = 3.699795e-07 45 Linear |R| = 2.463395e-07 46 Linear |R| = 1.432582e-07 47 Linear |R| = 8.009570e-08 48 Linear |R| = 4.755262e-08 49 Linear |R| = 3.161063e-08 50 Linear |R| = 2.261194e-08 51 Linear |R| = 1.913198e-08 52 Linear |R| = 1.636729e-08 53 Linear |R| = 1.397383e-08 54 Linear |R| = 1.170536e-08 55 Linear |R| = 9.372017e-09 56 Linear |R| = 6.610905e-09 2 Nonlinear |R| = 1.730632e-08 0 Linear |R| = 1.730632e-08 1 Linear |R| = 7.187591e-09 2 Linear |R| = 5.273968e-09 3 Linear |R| = 4.551362e-09 4 Linear |R| = 3.949671e-09 5 Linear |R| = 3.191767e-09 6 Linear |R| = 2.695347e-09 7 Linear |R| = 2.174946e-09 8 Linear |R| = 1.782619e-09 9 Linear |R| = 1.461463e-09 10 Linear |R| = 1.160103e-09 11 Linear |R| = 9.160420e-10 12 Linear |R| = 7.137744e-10 13 Linear |R| = 5.411963e-10 14 Linear |R| = 3.682247e-10 15 Linear |R| = 2.281279e-10 16 Linear |R| = 1.428925e-10 17 Linear |R| = 8.360905e-11 18 Linear |R| = 5.993080e-11 19 Linear |R| = 4.965413e-11 20 Linear |R| = 4.493346e-11 21 Linear |R| = 4.214461e-11 22 Linear |R| = 4.051002e-11 23 Linear |R| = 3.968376e-11 24 Linear |R| = 3.901593e-11 25 Linear |R| = 3.853558e-11 26 Linear |R| = 3.701368e-11 27 Linear |R| = 3.399272e-11 28 Linear |R| = 3.052691e-11 29 Linear |R| = 2.495982e-11 30 Linear |R| = 1.736409e-11 31 Linear |R| = 1.293274e-11 32 Linear |R| = 1.139969e-11 33 Linear |R| = 9.934945e-12 34 Linear |R| = 9.281704e-12 35 Linear |R| = 8.742934e-12 36 Linear |R| = 8.072828e-12 37 Linear |R| = 7.540056e-12 38 Linear |R| = 7.273987e-12 39 Linear |R| = 7.079704e-12 40 Linear |R| = 6.905950e-12 41 Linear |R| = 6.800616e-12 42 Linear |R| = 6.638919e-12 43 Linear |R| = 6.284744e-12 44 Linear |R| = 5.793723e-12 45 Linear |R| = 4.825723e-12 46 Linear |R| = 3.808612e-12 47 Linear |R| = 3.333754e-12 48 Linear |R| = 3.024061e-12 49 Linear |R| = 2.698549e-12 50 Linear |R| = 2.407809e-12 51 Linear |R| = 1.977915e-12 52 Linear |R| = 1.374300e-12 53 Linear |R| = 8.662469e-13 54 Linear |R| = 6.179455e-13 55 Linear |R| = 4.306885e-13 56 Linear |R| = 3.092951e-13 57 Linear |R| = 1.872412e-13 58 Linear |R| = 1.027683e-13 59 Linear |R| = 5.837718e-14 60 Linear |R| = 3.228155e-14 61 Linear |R| = 2.280173e-14 62 Linear |R| = 1.950588e-14 63 Linear |R| = 1.343184e-14 3 Nonlinear |R| = 4.323816e-14 SNES Object: 1 MPI processes type: newtonls maximum iterations=10, maximum function evaluations=10000 tolerances: relative=1e-09, absolute=1e-50, solution=1e-50 total number of linear solver iterations=195 total number of function evaluations=4 norm schedule ALWAYS SNESLineSearch Object: 1 MPI processes type: basic maxstep=1.000000e+08, minlambda=1.000000e-12 tolerances: relative=1.000000e-08, absolute=1.000000e-15, lambda=1.000000e-08 maximum iterations=40 KSP Object: 1 MPI processes type: gmres restart=30, using Classical (unmodified) Gram-Schmidt Orthogonalization with no iterative refinement happy breakdown tolerance 1e-30 maximum iterations=100, initial guess is zero tolerances: relative=1e-06, absolute=1e-50, divergence=1e+100 right preconditioning using UNPRECONDITIONED norm type for convergence test PC Object: 1 MPI processes type: asm total subdomain blocks = 1, amount of overlap = 1 restriction/interpolation type - RESTRICT Local solve is same for all blocks, in the following KSP and PC objects: KSP Object: (sub_) 1 MPI processes type: preonly maximum iterations=10000, initial guess is zero tolerances: relative=1e-05, absolute=1e-50, divergence=10000. left preconditioning using NONE norm type for convergence test PC Object: (sub_) 1 MPI processes type: ilu out-of-place factorization 0 levels of fill tolerance for zero pivot 2.22045e-14 matrix ordering: natural factor fill ratio given 1., needed 1. Factored matrix follows: Mat Object: 1 MPI processes type: seqbaij rows=25816, cols=25816, bs=4 package used to perform factorization: petsc total: nonzeros=1297664, allocated nonzeros=1297664 total number of mallocs used during MatSetValues calls=0 block size is 4 linear system matrix = precond matrix: Mat Object: 1 MPI processes type: seqbaij rows=25816, cols=25816, bs=4 total: nonzeros=1297664, allocated nonzeros=26935520 total number of mallocs used during MatSetValues calls=6880 block size is 4 linear system matrix = precond matrix: Mat Object: () 1 MPI processes type: seqaij rows=25816, cols=25816, bs=4 total: nonzeros=1297664, allocated nonzeros=1297664 total number of mallocs used during MatSetValues calls=0 using I-node routines: found 6454 nodes, limit used is 5  Solve Converged!