*AMPLITUDE,NAME=Az_68_1, TIME=TOTAL TIME 0,0 1,-100000 2,-100000 3,-100000 4,-100000 5,-200000 6,-200000 ** 1 - Apply the Load *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.25,1,0,0 *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP ** 2 - Do nothing to check *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.25,1,0,0 *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP **################################################################################ ** 3 - Remove Strain in sveral steps. Every step seems to remove 2/3 of the stress?! *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.05,0.1,0,0 *MODEL CHANGE,TYPE=ELEMENT,MECHSTRAINTORESIDUAL EREM *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.05,0.1,0,0 *MODEL CHANGE,TYPE=ELEMENT,MECHSTRAINTORESIDUAL EREM *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.05,0.1,0,0 *MODEL CHANGE,TYPE=ELEMENT,MECHSTRAINTORESIDUAL EREM *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.05,0.1,0,0 *MODEL CHANGE,TYPE=ELEMENT,MECHSTRAINTORESIDUAL EREM *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.05,0.1,0,0 *MODEL CHANGE,TYPE=ELEMENT,MECHSTRAINTORESIDUAL EREM *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.05,0.1,0,0 *MODEL CHANGE,TYPE=ELEMENT,MECHSTRAINTORESIDUAL EREM *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.05,0.1,0,0 *MODEL CHANGE,TYPE=ELEMENT,MECHSTRAINTORESIDUAL EREM *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.05,0.1,0,0 *MODEL CHANGE,TYPE=ELEMENT,MECHSTRAINTORESIDUAL EREM *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.05,0.1,0,0 *MODEL CHANGE,TYPE=ELEMENT,MECHSTRAINTORESIDUAL EREM *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.05,0.1,0,0 *MODEL CHANGE,TYPE=ELEMENT,MECHSTRAINTORESIDUAL EREM *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP **################################################################################ ** 4 - Do nothing to check *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.25,1,0,0 *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP ** 5 - Increase load *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.25,1,0,0 *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP ** 6 - Do nothign to check *STEP,NLGEOM=YES,INC=100,AMPLITUDE=STEP *STATIC,DIRECT 0.25,1,0,0 *CLOAD,AMPLITUDE=Az_68_1 LOAD,3,1 *NODE FILE,GLOBAL=YES U *EL FILE S,NOE *END STEP 0 rad 1 0 0 0 mm 0 0 1 0 mm 0 1 0 0 mm 1 2000 GPa/m 2000 GPa/m 0 0 kW/m²/K infinite ************************************************************ CalculiX Version 2.23, Copyright(C) 1998-2025 Guido Dhondt CalculiX comes with ABSOLUTELY NO WARRANTY. This is free software, and you are welcome to redistribute it under certain conditions, see gpl.htm ************************************************************ You are using an executable made on Thu Mar 26 14:37:04 CET 2026 The numbers below are estimated upper bounds number of: nodes: 2476 elements: 480 one-dimensional elements: 0 two-dimensional elements: 0 integration points per element: 8 degrees of freedom per node: 3 layers per element: 1 distributed facial loads: 0 distributed volumetric loads: 0 concentrated loads: 90 single point constraints: 408 multiple point constraints: 397 terms in all multiple point constraints: 2377 tie constraints: 1 dependent nodes tied by cyclic constraints: 0 dependent nodes in pre-tension constraints: 0 sets: 18 terms in all sets: 1718 materials: 2 constants per material and temperature: 8 temperature points per material: 1 plastic data points per material: 0 orientations: 0 amplitudes: 21 data points in all amplitudes: 50 print requests: 0 transformations: 0 property cards: 0 STEP 1 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Decascading the MPC's Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 2.500000e-01 sum of previous increments=0.000000e+00 actual step time=2.500000e-01 actual total time=2.500000e-01 iteration 1 Number of contact spring elements=448 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 1040.795123 time avg. forc= 1040.795123 largest residual force= 14839.244185 in node 892 and dof 1 largest increment of disp= 2.803346e-03 largest correction to disp= 2.803346e-03 in node 894 and dof 2 no convergence iteration 2 Number of contact spring elements=448 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000004 Using up to 6 cpu(s) for the stress calculation. average force= 1006.171865 time avg. forc= 1006.171865 largest residual force= 0.020144 in node 892 and dof 1 largest increment of disp= 2.803346e-03 largest correction to disp= 2.170609e-06 in node 892 and dof 1 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 2.500000e-01 sum of previous increments=2.500000e-01 actual step time=5.000000e-01 actual total time=5.000000e-01 iteration 1 Number of contact spring elements=504 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 1917.101011 time avg. forc= 1461.636438 largest residual force= 0.346451 in node 892 and dof 1 largest increment of disp= 2.803338e-03 largest correction to disp= 4.444264e-06 in node 892 and dof 1 no convergence iteration 2 Number of contact spring elements=504 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999998 Using up to 6 cpu(s) for the stress calculation. average force= 1916.043812 time avg. forc= 1461.107839 largest residual force= 0.001992 in node 625 and dof 3 largest increment of disp= 2.803338e-03 largest correction to disp= 2.512058e-07 in node 894 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 3 attempt 1 increment size= 2.500000e-01 sum of previous increments=5.000000e-01 actual step time=7.500000e-01 actual total time=7.500000e-01 iteration 1 Number of contact spring elements=532 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 2808.453077 time avg. forc= 1910.222918 largest residual force= 0.346457 in node 892 and dof 1 largest increment of disp= 2.803290e-03 largest correction to disp= 4.443419e-06 in node 892 and dof 1 no convergence iteration 2 Number of contact spring elements=532 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999998 Using up to 6 cpu(s) for the stress calculation. average force= 2807.499367 time avg. forc= 1909.905015 largest residual force= 0.002020 in node 625 and dof 3 largest increment of disp= 2.803290e-03 largest correction to disp= 2.708112e-07 in node 893 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 4 attempt 1 increment size= 2.500000e-01 sum of previous increments=7.500000e-01 actual step time=1.000000e+00 actual total time=1.000000e+00 iteration 1 Number of contact spring elements=532 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 3746.138997 time avg. forc= 2368.963511 largest residual force= 0.346450 in node 892 and dof 1 largest increment of disp= 2.803198e-03 largest correction to disp= 4.442237e-06 in node 892 and dof 1 no convergence iteration 2 Number of contact spring elements=532 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999998 Using up to 6 cpu(s) for the stress calculation. average force= 3745.197739 time avg. forc= 2368.728196 largest residual force= 0.002050 in node 600 and dof 3 largest increment of disp= 2.803198e-03 largest correction to disp= 2.926236e-07 in node 893 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 2 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 2.500000e-01 sum of previous increments=0.000000e+00 actual step time=2.500000e-01 actual total time=1.250000e+00 iteration 1 Number of contact spring elements=588 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 3577.117403 time avg. forc= 3577.117403 largest residual force= 0.000008 in node 503 and dof 3 largest increment of disp= 2.429557e-08 largest correction to disp= 2.429557e-08 in node 895 and dof 2 no convergence iteration 2 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999978 Using up to 6 cpu(s) for the stress calculation. average force= 3577.117403 time avg. forc= 3577.117403 largest residual force= 0.000000 in node 465 and dof 3 largest increment of disp= 2.429557e-08 largest correction to disp= 2.267550e-13 in node 895 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 2.500000e-01 sum of previous increments=2.500000e-01 actual step time=5.000000e-01 actual total time=1.500000e+00 iteration 1 Number of contact spring elements=588 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 3577.117330 time avg. forc= 3577.117367 largest residual force= 0.000008 in node 522 and dof 3 largest increment of disp= 2.429580e-08 largest correction to disp= 2.427876e-08 in node 895 and dof 2 no convergence iteration 2 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.998228 Using up to 6 cpu(s) for the stress calculation. average force= 3577.117330 time avg. forc= 3577.117367 largest residual force= 0.000000 in node 1739 and dof 3 largest increment of disp= 2.429580e-08 largest correction to disp= 4.584527e-15 in node 896 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 3 attempt 1 increment size= 2.500000e-01 sum of previous increments=5.000000e-01 actual step time=7.500000e-01 actual total time=1.750000e+00 iteration 1 Number of contact spring elements=588 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 3577.117330 time avg. forc= 3577.117354 largest residual force= 0.000000 in node 1178 and dof 3 largest increment of disp= 1.721409e-11 largest correction to disp= 1.721409e-11 in node 896 and dof 2 no convergence iteration 2 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.752432 Using up to 6 cpu(s) for the stress calculation. average force= 3577.117330 time avg. forc= 3577.117354 largest residual force= 0.000000 in node 1763 and dof 3 largest increment of disp= 1.721409e-11 largest correction to disp= 8.625445e-18 in node 896 and dof 1 convergence Using up to 6 cpu(s) for the stress calculation. increment 4 attempt 1 increment size= 2.500000e-01 sum of previous increments=7.500000e-01 actual step time=1.000000e+00 actual total time=2.000000e+00 iteration 1 Number of contact spring elements=588 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 3577.117330 time avg. forc= 3577.117348 largest residual force= 0.000000 in node 323 and dof 3 largest increment of disp= 2.451525e-13 largest correction to disp= 2.451525e-13 in node 896 and dof 1 no convergence iteration 2 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.765365 Using up to 6 cpu(s) for the stress calculation. average force= 3577.117330 time avg. forc= 3577.117348 largest residual force= 0.000000 in node 1739 and dof 3 largest increment of disp= 2.451525e-13 largest correction to disp= 4.618659e-17 in node 896 and dof 1 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 3 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 5.000000e-02 sum of previous increments=0.000000e+00 actual step time=5.000000e-02 actual total time=2.050000e+00 iteration 1 Number of contact spring elements=588 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7790.745820 time avg. forc= 7790.745820 largest residual force= 237308.332816 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.005742 Using up to 6 cpu(s) for the stress calculation. average force= 4441.218841 time avg. forc= 4441.218841 largest residual force= 228993.112422 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.103964e-02 in node 894 and dof 2 no convergence iteration 3 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000653 Using up to 6 cpu(s) for the stress calculation. average force= 3480.650322 time avg. forc= 3480.650322 largest residual force= 56.485247 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.687859e-04 in node 893 and dof 2 no convergence iteration 4 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999990 Using up to 6 cpu(s) for the stress calculation. average force= 3480.345551 time avg. forc= 3480.345551 largest residual force= 0.018304 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.191355e-06 in node 894 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 5.000000e-02 sum of previous increments=5.000000e-02 actual step time=1.000000e-01 actual total time=2.100000e+00 iteration 1 Number of contact spring elements=588 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 8153.905369 time avg. forc= 5817.125460 largest residual force= 237316.541422 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.007231 Using up to 6 cpu(s) for the stress calculation. average force= 5008.977878 time avg. forc= 4244.661715 largest residual force= 229375.581941 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.105598e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000445 Using up to 6 cpu(s) for the stress calculation. average force= 3480.762359 time avg. forc= 3480.553955 largest residual force= 51.475580 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.527201e-04 in node 893 and dof 2 no convergence iteration 4 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999994 Using up to 6 cpu(s) for the stress calculation. average force= 3480.359167 time avg. forc= 3480.352359 largest residual force= 0.015591 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 2.910339e-06 in node 894 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 4 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 5.000000e-02 sum of previous increments=0.000000e+00 actual step time=5.000000e-02 actual total time=2.150000e+00 iteration 1 Number of contact spring elements=588 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7850.029600 time avg. forc= 7850.029600 largest residual force= 237308.345262 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006020 Using up to 6 cpu(s) for the stress calculation. average force= 4592.789903 time avg. forc= 4592.789903 largest residual force= 229064.580105 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104269e-02 in node 894 and dof 2 no convergence iteration 3 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000575 Using up to 6 cpu(s) for the stress calculation. average force= 3456.122350 time avg. forc= 3456.122350 largest residual force= 52.422781 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.657737e-04 in node 893 and dof 2 no convergence iteration 4 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999992 Using up to 6 cpu(s) for the stress calculation. average force= 3455.818483 time avg. forc= 3455.818483 largest residual force= 0.018006 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.145753e-06 in node 894 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 5.000000e-02 sum of previous increments=5.000000e-02 actual step time=1.000000e-01 actual total time=2.200000e+00 iteration 1 Number of contact spring elements=672 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7463.115219 time avg. forc= 5459.466851 largest residual force= 237309.542712 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006441 Using up to 6 cpu(s) for the stress calculation. average force= 4480.512510 time avg. forc= 3968.165497 largest residual force= 229172.587529 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104731e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000501 Using up to 6 cpu(s) for the stress calculation. average force= 3238.212099 time avg. forc= 3347.015291 largest residual force= 54.302300 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.612320e-04 in node 894 and dof 2 no convergence iteration 4 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3237.899694 time avg. forc= 3346.859088 largest residual force= 0.017288 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.069065e-06 in node 894 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 5 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 5.000000e-02 sum of previous increments=0.000000e+00 actual step time=5.000000e-02 actual total time=2.250000e+00 iteration 1 Number of contact spring elements=672 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7376.324613 time avg. forc= 7376.324613 largest residual force= 237308.346606 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 894 and dof 2 no convergence iteration 2 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006146 Using up to 6 cpu(s) for the stress calculation. average force= 4358.712319 time avg. forc= 4358.712319 largest residual force= 229096.815982 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104407e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000549 Using up to 6 cpu(s) for the stress calculation. average force= 3230.720872 time avg. forc= 3230.720872 largest residual force= 53.557044 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.644171e-04 in node 894 and dof 2 no convergence iteration 4 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999992 Using up to 6 cpu(s) for the stress calculation. average force= 3230.424636 time avg. forc= 3230.424636 largest residual force= 0.017815 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.123637e-06 in node 894 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 5.000000e-02 sum of previous increments=5.000000e-02 actual step time=1.000000e-01 actual total time=2.300000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7739.889307 time avg. forc= 5485.156972 largest residual force= 237308.645208 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006297 Using up to 6 cpu(s) for the stress calculation. average force= 4610.999161 time avg. forc= 3920.711898 largest residual force= 229135.663209 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104573e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000524 Using up to 6 cpu(s) for the stress calculation. average force= 3372.517730 time avg. forc= 3301.471183 largest residual force= 54.074775 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.627837e-04 in node 893 and dof 2 no convergence iteration 4 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3372.199221 time avg. forc= 3301.311929 largest residual force= 0.017550 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.095831e-06 in node 894 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 6 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 5.000000e-02 sum of previous increments=0.000000e+00 actual step time=5.000000e-02 actual total time=2.350000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7707.667831 time avg. forc= 7707.667831 largest residual force= 237308.346805 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006194 Using up to 6 cpu(s) for the stress calculation. average force= 4572.133704 time avg. forc= 4572.133704 largest residual force= 229109.314936 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104461e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000540 Using up to 6 cpu(s) for the stress calculation. average force= 3367.889528 time avg. forc= 3367.889528 largest residual force= 53.780337 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.638914e-04 in node 893 and dof 2 no convergence iteration 4 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999992 Using up to 6 cpu(s) for the stress calculation. average force= 3367.553147 time avg. forc= 3367.553147 largest residual force= 0.017733 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.114785e-06 in node 893 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 5.000000e-02 sum of previous increments=5.000000e-02 actual step time=1.000000e-01 actual total time=2.400000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7722.649629 time avg. forc= 5545.101388 largest residual force= 237308.450978 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 894 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006256 Using up to 6 cpu(s) for the stress calculation. average force= 4592.163473 time avg. forc= 3979.858310 largest residual force= 229125.233353 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104529e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000531 Using up to 6 cpu(s) for the stress calculation. average force= 3367.895192 time avg. forc= 3367.724169 largest residual force= 53.871301 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.632223e-04 in node 894 and dof 2 no convergence iteration 4 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3367.555988 time avg. forc= 3367.554568 largest residual force= 0.017618 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.103166e-06 in node 893 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 7 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 5.000000e-02 sum of previous increments=0.000000e+00 actual step time=5.000000e-02 actual total time=2.450000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7710.114099 time avg. forc= 7710.114099 largest residual force= 237308.346859 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 894 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006214 Using up to 6 cpu(s) for the stress calculation. average force= 4580.038269 time avg. forc= 4580.038269 largest residual force= 229114.256682 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104482e-02 in node 894 and dof 2 no convergence iteration 3 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000537 Using up to 6 cpu(s) for the stress calculation. average force= 3365.058445 time avg. forc= 3365.058445 largest residual force= 53.822182 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.636837e-04 in node 894 and dof 2 no convergence iteration 4 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999992 Using up to 6 cpu(s) for the stress calculation. average force= 3364.737223 time avg. forc= 3364.737223 largest residual force= 0.017698 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.111207e-06 in node 893 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 5.000000e-02 sum of previous increments=5.000000e-02 actual step time=1.000000e-01 actual total time=2.500000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7716.075003 time avg. forc= 5540.406113 largest residual force= 237308.390278 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006241 Using up to 6 cpu(s) for the stress calculation. average force= 4586.597497 time avg. forc= 3975.667360 largest residual force= 229121.355475 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104512e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000534 Using up to 6 cpu(s) for the stress calculation. average force= 3365.060550 time avg. forc= 3364.898886 largest residual force= 53.805562 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.633854e-04 in node 894 and dof 2 no convergence iteration 4 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3364.738643 time avg. forc= 3364.737933 largest residual force= 0.017643 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.105921e-06 in node 894 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 8 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 5.000000e-02 sum of previous increments=0.000000e+00 actual step time=5.000000e-02 actual total time=2.550000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7710.885734 time avg. forc= 7710.885734 largest residual force= 237308.346881 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006222 Using up to 6 cpu(s) for the stress calculation. average force= 4582.702224 time avg. forc= 4582.702224 largest residual force= 229116.310304 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104491e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000536 Using up to 6 cpu(s) for the stress calculation. average force= 3363.226307 time avg. forc= 3363.226307 largest residual force= 53.824028 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.635974e-04 in node 893 and dof 2 no convergence iteration 4 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3362.909109 time avg. forc= 3362.909109 largest residual force= 0.017682 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.109692e-06 in node 893 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 5.000000e-02 sum of previous increments=5.000000e-02 actual step time=1.000000e-01 actual total time=2.600000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7713.413724 time avg. forc= 5538.161416 largest residual force= 237308.366841 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006235 Using up to 6 cpu(s) for the stress calculation. average force= 4584.853460 time avg. forc= 3973.881285 largest residual force= 229119.698740 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104505e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000535 Using up to 6 cpu(s) for the stress calculation. average force= 3363.227035 time avg. forc= 3363.068072 largest residual force= 53.792242 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.634550e-04 in node 894 and dof 2 no convergence iteration 4 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3362.909668 time avg. forc= 3362.909389 largest residual force= 0.017655 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.107126e-06 in node 894 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 9 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 5.000000e-02 sum of previous increments=0.000000e+00 actual step time=5.000000e-02 actual total time=2.650000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7711.134485 time avg. forc= 7711.134485 largest residual force= 237308.346890 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006225 Using up to 6 cpu(s) for the stress calculation. average force= 4583.557033 time avg. forc= 4583.557033 largest residual force= 229117.216568 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104494e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000536 Using up to 6 cpu(s) for the stress calculation. average force= 3362.057830 time avg. forc= 3362.057830 largest residual force= 53.818733 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.635593e-04 in node 894 and dof 2 no convergence iteration 4 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3361.740488 time avg. forc= 3361.740488 largest residual force= 0.017675 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.109012e-06 in node 893 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 5.000000e-02 sum of previous increments=5.000000e-02 actual step time=1.000000e-01 actual total time=2.700000e+00 iteration 1 Number of contact spring elements=672 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7388.018382 time avg. forc= 5374.879435 largest residual force= 237308.356704 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006232 Using up to 6 cpu(s) for the stress calculation. average force= 4391.533068 time avg. forc= 3876.636778 largest residual force= 229118.931036 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104502e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000535 Using up to 6 cpu(s) for the stress calculation. average force= 3220.710270 time avg. forc= 3291.225379 largest residual force= 53.793205 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.634873e-04 in node 894 and dof 2 no convergence iteration 4 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3220.406241 time avg. forc= 3291.073364 largest residual force= 0.017661 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.107697e-06 in node 893 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 10 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 5.000000e-02 sum of previous increments=0.000000e+00 actual step time=5.000000e-02 actual total time=2.750000e+00 iteration 1 Number of contact spring elements=672 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7387.017991 time avg. forc= 7387.017991 largest residual force= 237308.346892 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006227 Using up to 6 cpu(s) for the stress calculation. average force= 4391.110799 time avg. forc= 4391.110799 largest residual force= 229117.641953 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104496e-02 in node 894 and dof 2 no convergence iteration 3 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000536 Using up to 6 cpu(s) for the stress calculation. average force= 3220.028608 time avg. forc= 3220.028608 largest residual force= 53.813791 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.635414e-04 in node 893 and dof 2 no convergence iteration 4 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3219.719906 time avg. forc= 3219.719906 largest residual force= 0.017672 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.108688e-06 in node 893 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 5.000000e-02 sum of previous increments=5.000000e-02 actual step time=1.000000e-01 actual total time=2.800000e+00 iteration 1 Number of contact spring elements=672 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7387.529648 time avg. forc= 5303.624777 largest residual force= 237308.351990 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 894 and dof 2 no convergence iteration 2 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006230 Using up to 6 cpu(s) for the stress calculation. average force= 4391.334849 time avg. forc= 3805.527378 largest residual force= 229118.553644 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104500e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000536 Using up to 6 cpu(s) for the stress calculation. average force= 3220.028762 time avg. forc= 3219.874334 largest residual force= 53.796574 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.635031e-04 in node 894 and dof 2 no convergence iteration 4 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3219.720074 time avg. forc= 3219.719990 largest residual force= 0.017664 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.107983e-06 in node 893 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 11 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 5.000000e-02 sum of previous increments=0.000000e+00 actual step time=5.000000e-02 actual total time=2.850000e+00 iteration 1 Number of contact spring elements=672 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7387.050775 time avg. forc= 7387.050775 largest residual force= 237308.346896 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006228 Using up to 6 cpu(s) for the stress calculation. average force= 4391.195332 time avg. forc= 4391.195332 largest residual force= 229117.853479 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104497e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000536 Using up to 6 cpu(s) for the stress calculation. average force= 3219.622039 time avg. forc= 3219.622039 largest residual force= 53.810363 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.635325e-04 in node 893 and dof 2 no convergence iteration 4 Number of contact spring elements=672 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3219.304825 time avg. forc= 3219.304825 largest residual force= 0.017670 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.108526e-06 in node 894 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 5.000000e-02 sum of previous increments=5.000000e-02 actual step time=1.000000e-01 actual total time=2.900000e+00 iteration 1 Number of contact spring elements=700 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7235.213449 time avg. forc= 5227.259137 largest residual force= 237308.349663 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 894 and dof 2 no convergence iteration 2 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006230 Using up to 6 cpu(s) for the stress calculation. average force= 4300.861871 time avg. forc= 3760.083348 largest residual force= 229118.358907 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104499e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000536 Using up to 6 cpu(s) for the stress calculation. average force= 3153.335527 time avg. forc= 3186.320176 largest residual force= 53.799429 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.635113e-04 in node 894 and dof 2 no convergence iteration 4 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3153.024881 time avg. forc= 3186.164853 largest residual force= 0.017666 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.108132e-06 in node 894 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 12 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 5.000000e-02 sum of previous increments=0.000000e+00 actual step time=5.000000e-02 actual total time=2.950000e+00 iteration 1 Number of contact spring elements=700 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7234.983798 time avg. forc= 7234.983798 largest residual force= 237308.346894 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006228 Using up to 6 cpu(s) for the stress calculation. average force= 4300.816953 time avg. forc= 4300.816953 largest residual force= 229117.963900 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104498e-02 in node 893 and dof 2 no convergence iteration 3 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000536 Using up to 6 cpu(s) for the stress calculation. average force= 3153.098516 time avg. forc= 3153.098516 largest residual force= 53.808197 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.635279e-04 in node 893 and dof 2 no convergence iteration 4 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3152.779250 time avg. forc= 3152.779250 largest residual force= 0.017669 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.108440e-06 in node 894 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 5.000000e-02 sum of previous increments=5.000000e-02 actual step time=1.000000e-01 actual total time=3.000000e+00 iteration 1 Number of contact spring elements=700 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 7235.108449 time avg. forc= 5193.943850 largest residual force= 237308.348459 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.121161e-02 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.006229 Using up to 6 cpu(s) for the stress calculation. average force= 4300.841926 time avg. forc= 3726.810588 largest residual force= 229118.254700 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.104499e-02 in node 894 and dof 2 no convergence iteration 3 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000536 Using up to 6 cpu(s) for the stress calculation. average force= 3153.098499 time avg. forc= 3152.938875 largest residual force= 53.801365 in node 128 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 1.635157e-04 in node 893 and dof 2 no convergence iteration 4 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999993 Using up to 6 cpu(s) for the stress calculation. average force= 3152.779241 time avg. forc= 3152.779245 largest residual force= 0.017667 in node 892 and dof 1 largest increment of disp= 1.121161e-02 largest correction to disp= 3.108213e-06 in node 893 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 13 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 2.500000e-01 sum of previous increments=0.000000e+00 actual step time=2.500000e-01 actual total time=3.250000e+00 iteration 1 Number of contact spring elements=700 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 3152.779234 time avg. forc= 3152.779234 largest residual force= 0.000000 in node 318 and dof 3 largest increment of disp= 9.002903e-11 largest correction to disp= 9.002903e-11 in node 894 and dof 2 no convergence iteration 2 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.925256 Using up to 6 cpu(s) for the stress calculation. average force= 3152.779234 time avg. forc= 3152.779234 largest residual force= 0.000000 in node 1184 and dof 3 largest increment of disp= 9.002903e-11 largest correction to disp= 2.386888e-15 in node 893 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 2.500000e-01 sum of previous increments=2.500000e-01 actual step time=5.000000e-01 actual total time=3.500000e+00 iteration 1 Number of contact spring elements=700 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 3152.779234 time avg. forc= 3152.779234 largest residual force= 0.000000 in node 1727 and dof 3 largest increment of disp= 9.003123e-11 largest correction to disp= 9.003103e-11 in node 894 and dof 2 no convergence iteration 2 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.668592 Using up to 6 cpu(s) for the stress calculation. average force= 3152.779234 time avg. forc= 3152.779234 largest residual force= 0.000000 in node 468 and dof 3 largest increment of disp= 9.003123e-11 largest correction to disp= 2.555202e-17 in node 896 and dof 1 convergence Using up to 6 cpu(s) for the stress calculation. increment 3 attempt 1 increment size= 2.500000e-01 sum of previous increments=5.000000e-01 actual step time=7.500000e-01 actual total time=3.750000e+00 iteration 1 Number of contact spring elements=700 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 3152.779234 time avg. forc= 3152.779234 largest residual force= 0.000000 in node 321 and dof 3 largest increment of disp= 9.656047e-13 largest correction to disp= 9.656047e-13 in node 896 and dof 1 no convergence iteration 2 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.759154 Using up to 6 cpu(s) for the stress calculation. average force= 3152.779234 time avg. forc= 3152.779234 largest residual force= 0.000000 in node 1751 and dof 3 largest increment of disp= 9.656047e-13 largest correction to disp= 4.947011e-17 in node 896 and dof 1 convergence Using up to 6 cpu(s) for the stress calculation. increment 4 attempt 1 increment size= 2.500000e-01 sum of previous increments=7.500000e-01 actual step time=1.000000e+00 actual total time=4.000000e+00 iteration 1 Number of contact spring elements=700 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 3152.779234 time avg. forc= 3152.779234 largest residual force= 0.000000 in node 1793 and dof 3 largest increment of disp= 1.497970e-12 largest correction to disp= 1.497970e-12 in node 896 and dof 1 no convergence iteration 2 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.685064 Using up to 6 cpu(s) for the stress calculation. average force= 3152.779234 time avg. forc= 3152.779234 largest residual force= 0.000000 in node 1742 and dof 3 largest increment of disp= 1.497970e-12 largest correction to disp= 5.596528e-17 in node 896 and dof 1 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 14 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 2.500000e-01 sum of previous increments=0.000000e+00 actual step time=2.500000e-01 actual total time=4.250000e+00 iteration 1 Number of contact spring elements=700 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 3977.185292 time avg. forc= 3977.185292 largest residual force= 14833.167463 in node 892 and dof 1 largest increment of disp= 2.802903e-03 largest correction to disp= 2.802903e-03 in node 893 and dof 2 no convergence iteration 2 Number of contact spring elements=700 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=1.000004 Using up to 6 cpu(s) for the stress calculation. average force= 3969.189008 time avg. forc= 3969.189008 largest residual force= 0.020121 in node 892 and dof 1 largest increment of disp= 2.802903e-03 largest correction to disp= 2.169622e-06 in node 892 and dof 1 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 2.500000e-01 sum of previous increments=2.500000e-01 actual step time=5.000000e-01 actual total time=4.500000e+00 iteration 1 Number of contact spring elements=532 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 5462.596924 time avg. forc= 4715.892966 largest residual force= 0.346391 in node 892 and dof 1 largest increment of disp= 2.802879e-03 largest correction to disp= 4.438799e-06 in node 892 and dof 1 no convergence iteration 2 Number of contact spring elements=532 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999998 Using up to 6 cpu(s) for the stress calculation. average force= 5461.971176 time avg. forc= 4715.580092 largest residual force= 0.002119 in node 625 and dof 3 largest increment of disp= 2.802879e-03 largest correction to disp= 3.428598e-07 in node 894 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 3 attempt 1 increment size= 2.500000e-01 sum of previous increments=5.000000e-01 actual step time=7.500000e-01 actual total time=4.750000e+00 iteration 1 Number of contact spring elements=588 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 6110.830476 time avg. forc= 5180.663553 largest residual force= 0.346340 in node 892 and dof 1 largest increment of disp= 2.802653e-03 largest correction to disp= 4.436519e-06 in node 892 and dof 1 no convergence iteration 2 Number of contact spring elements=588 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999998 Using up to 6 cpu(s) for the stress calculation. average force= 6110.199346 time avg. forc= 5180.453177 largest residual force= 0.002159 in node 600 and dof 3 largest increment of disp= 2.802653e-03 largest correction to disp= 3.712785e-07 in node 893 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 4 attempt 1 increment size= 2.500000e-01 sum of previous increments=7.500000e-01 actual step time=1.000000e+00 actual total time=5.000000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 6851.790715 time avg. forc= 5598.287561 largest residual force= 0.346280 in node 892 and dof 1 largest increment of disp= 2.802382e-03 largest correction to disp= 4.433869e-06 in node 892 and dof 1 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999998 Using up to 6 cpu(s) for the stress calculation. average force= 6851.140940 time avg. forc= 5598.125118 largest residual force= 0.002201 in node 600 and dof 3 largest increment of disp= 2.802382e-03 largest correction to disp= 4.018928e-07 in node 893 and dof 2 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. STEP 15 *INFO reading *STEP: nonlinear geometric effects are turned on Static analysis was selected Newton-Raphson iterative procedure is active Nonlinear geometric effects are taken into account Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 175973 increment 1 attempt 1 increment size= 2.500000e-01 sum of previous increments=0.000000e+00 actual step time=2.500000e-01 actual total time=5.250000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 6851.136517 time avg. forc= 6851.136517 largest residual force= 0.000010 in node 503 and dof 3 largest increment of disp= 3.294337e-08 largest correction to disp= 3.294337e-08 in node 895 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.999995 Using up to 6 cpu(s) for the stress calculation. average force= 6851.136517 time avg. forc= 6851.136517 largest residual force= 0.000001 in node 1778 and dof 3 largest increment of disp= 3.294337e-08 largest correction to disp= 1.294449e-12 in node 895 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 2 attempt 1 increment size= 2.500000e-01 sum of previous increments=2.500000e-01 actual step time=5.000000e-01 actual total time=5.500000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 6851.136513 time avg. forc= 6851.136515 largest residual force= 0.000010 in node 503 and dof 3 largest increment of disp= 3.294467e-08 largest correction to disp= 3.289832e-08 in node 895 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.997778 Using up to 6 cpu(s) for the stress calculation. average force= 6851.136513 time avg. forc= 6851.136515 largest residual force= 0.000001 in node 1730 and dof 3 largest increment of disp= 3.294467e-08 largest correction to disp= 4.795853e-15 in node 895 and dof 2 convergence Using up to 6 cpu(s) for the stress calculation. increment 3 attempt 1 increment size= 2.500000e-01 sum of previous increments=5.000000e-01 actual step time=7.500000e-01 actual total time=5.750000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 6851.136513 time avg. forc= 6851.136515 largest residual force= 0.000000 in node 1748 and dof 3 largest increment of disp= 4.633861e-11 largest correction to disp= 4.609622e-11 in node 895 and dof 2 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.708787 Using up to 6 cpu(s) for the stress calculation. average force= 6851.136513 time avg. forc= 6851.136515 largest residual force= 0.000001 in node 1736 and dof 3 largest increment of disp= 4.633861e-11 largest correction to disp= 6.488817e-16 in node 896 and dof 1 convergence Using up to 6 cpu(s) for the stress calculation. increment 4 attempt 1 increment size= 2.500000e-01 sum of previous increments=7.500000e-01 actual step time=1.000000e+00 actual total time=6.000000e+00 iteration 1 Number of contact spring elements=616 Determining the structure of the matrix: Using up to 6 cpu(s) for setting up the structure of the matrix. number of equations 6600 number of nonzero lower triangular matrix elements 177548 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. average force= 6851.136513 time avg. forc= 6851.136514 largest residual force= 0.000001 in node 1739 and dof 3 largest increment of disp= 2.041740e-12 largest correction to disp= 2.041740e-12 in node 896 and dof 1 no convergence iteration 2 Number of contact spring elements=616 Using up to 6 cpu(s) for the stress calculation. Using up to 6 cpu(s) for the symmetric stiffness/mass contributions. Factoring the system of equations using the symmetric pardiso solver number of threads = 6 Using up to 6 cpu(s) for the stress calculation. line search factor=0.689204 Using up to 6 cpu(s) for the stress calculation. average force= 6851.136513 time avg. forc= 6851.136514 largest residual force= 0.000000 in node 1727 and dof 3 largest increment of disp= 2.041740e-12 largest correction to disp= 8.082673e-17 in node 896 and dof 1 convergence the increment size exceeds the remainder of the step and is decreased to 0.000000e+00 Using up to 6 cpu(s) for the stress calculation. 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