📄 sample3.out
字号:
106 8 18 1 1 1 1 1 1 1 0 0
107 9 19 1 1 1 1 1 1 1 0 0
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175 85 95 81 1 1 1 1 1 1 0 0
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177 87 97 81 1 1 1 1 1 1 0 0
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188 99 109 91 1 1 1 1 1 1 0 0
189 100 110 99 1 1 1 1 1 1 0 0
E Q U A T I O N P A R A M E T E R S
TOTAL NUMBER OF EQUATIONS = 297
BANDWIDTH = 30
NUMBER OF EQUATIONS IN A BLOCK = 109
NUMBER OF BLOCKS = 3
N O D A L L O A D S (S T A T I C) O R M A S S E S (D Y N A M I C)
NODE LOAD X-AXIS Y-AXIS Z-AXIS X-AXIS Y-AXIS Z-AXIS
NUMBER CASE FORCE FORCE FORCE MOMENT MOMENT MOMENT
STRUCTURE ELEMENT LOAD MULTIPLIERS
LOAD CASE A B C D
1 0.000 0.000 0.000 0.000
E I G E N V A L U E A N A L Y S I S
SUBSPACE ITERATION SOLUTION IS CARRIED OUT
CONTROL INFORMATION
FLAG FOR ADDITIONAL PRINTING = 1
EQ.0, SUPPRESS
EQ.1, PRINT
STURM SEQUENCE CHECK FLAG (*) = 0
EQ.0, PERFORM CHECK
EQ.1, PASS
MAXIMUM ITERATION CYCLES (*) = 16
CONVERGENCE TOLERANCE (*) = 0.1000E-04
CUT-OFF FREQUENCY (CPS) = 0.1000E+09
NUMBER OF STARTING ITERATION
VECTORS TO BE READ FROM
TAPE10 (*) = 0
(*) APPLICABLE TO SUBSPACE
ITERATION SOLUTIONS ONLY
SOLUTION IS SOUGHT FOR FOLLOWING EIGENPROBLEM
NUMBER OF EQUATIONS = 297
HALF BANDWIDTH OF STIFFNESS MATRIX = 30
NUMBER OF EQUATION BLOCKS = 3
NUMBER OF EQUATIONS PER BLOCK = 109
NUMBER OF EIGENVALUES REQUIRED = 3
PRINT OF VECTOR IEQ
22 19 163 217 271
TIME FOR GENERATION OF INITIAL TR-VECTORS 0.22
TIME FOR STIFFNESS FACTORIZATION 0.44
ITERATION NUMBER (*SSPCEB*) = 1
MATRIX AR
0.1172E+05 0.2054E+01 0.1953E+01 0.2748E+00 0.2735E+00 0.2704E+00
0.2054E+01 0.4551E-03 0.3842E-03 0.3483E-04 0.3467E-04 0.3427E-04
0.1953E+01 0.3842E-03 0.3957E-03 0.3481E-04 0.3465E-04 0.3426E-04
0.2748E+00 0.3483E-04 0.3481E-04 0.3629E-04 0.2648E-04 0.2306E-04
0.2735E+00 0.3467E-04 0.3465E-04 0.2648E-04 0.3955E-04 0.3281E-04
0.2704E+00 0.3427E-04 0.3426E-04 0.2306E-04 0.3281E-04 0.5168E-04
MATRIX BR
0.1934E+05 0.3565E+01 0.3356E+01 0.3983E+00 0.3965E+00 0.3921E+00
0.3565E+01 0.6670E-03 0.6244E-03 0.7101E-04 0.7069E-04 0.6991E-04
0.3356E+01 0.6244E-03 0.5866E-03 0.6747E-04 0.6717E-04 0.6642E-04
0.3983E+00 0.7101E-04 0.6747E-04 0.9307E-05 0.9261E-05 0.9151E-05
0.3965E+00 0.7069E-04 0.6717E-04 0.9261E-05 0.9271E-05 0.9178E-05
0.3921E+00 0.6991E-04 0.6642E-04 0.9151E-05 0.9178E-05 0.9120E-05
SWEEP NUMBER IN *JACOBI* = 1
CURRENT EIGENVALUES IN *JACOBI* ARE
0.5980E+00 0.9114E+01 0.1105E+03 0.4498E+02 0.1071E+03 0.3584E+03
SWEEP NUMBER IN *JACOBI* = 2
CURRENT EIGENVALUES IN *JACOBI* ARE
0.5977E+00 0.9089E+01 0.1131E+04 0.4488E+02 0.8003E+02 0.3233E+03
SWEEP NUMBER IN *JACOBI* = 3
CURRENT EIGENVALUES IN *JACOBI* ARE
0.5977E+00 0.9089E+01 0.1139E+04 0.4480E+02 0.8003E+02 0.3233E+03
SWEEP NUMBER IN *JACOBI* = 4
CURRENT EIGENVALUES IN *JACOBI* ARE
0.5977E+00 0.9089E+01 0.1139E+04 0.4480E+02 0.8003E+02 0.3233E+03
SWEEP NUMBER IN *JACOBI* = 5
CURRENT EIGENVALUES IN *JACOBI* ARE
0.5977E+00 0.9089E+01 0.1139E+04 0.4480E+02 0.8003E+02 0.3233E+03
SWEEP NUMBER IN *JACOBI* = 6
CURRENT EIGENVALUES IN *JACOBI* ARE
0.5977E+00 0.9089E+01 0.1139E+04 0.4480E+02 0.8003E+02 0.3233E+03
TIME FOR JACOBI ITERATION 0.0000
AR AND BR AFTER JACOBI DIAGONALIZATION
MATRIX AR
0.2311E+05-0.8611E-23-0.2563E-35-0.3424E-17-0.2682E-18-0.7267E-19
-0.8611E-23 0.1577E-03 0.0000E+00-0.1351E-20-0.2238E-23 0.7447E-25
-0.2563E-35 0.0000E+00 0.1271E-03-0.4912E-22 0.4268E-29-0.4062E-37
-0.3424E-17-0.1351E-20-0.4912E-22 0.1237E-03 0.0000E+00-0.1835E-18
-0.2682E-18-0.2238E-23 0.4268E-29 0.0000E+00 0.9595E-04 0.6867E-20
-0.7267E-19 0.7447E-25-0.4062E-37-0.1835E-18 0.6867E-20 0.4503E-04
MATRIX BR
0.3867E+05-0.1148E-24-0.3418E-37-0.1435E-18 0.5580E-21 0.2235E-21
-0.1148E-24 0.1735E-04 0.0000E+00-0.1820E-22-0.2984E-25 0.9930E-27
-0.3418E-37 0.0000E+00 0.1116E-06-0.8057E-24-0.1233E-31 0.4887E-39
-0.1435E-18-0.1820E-22-0.8057E-24 0.2762E-05 0.0000E+00 0.1108E-21
0.5580E-21-0.2984E-25-0.1233E-31 0.0000E+00 0.1199E-05-0.1985E-22
0.2235E-21 0.9930E-27 0.4887E-39 0.1108E-21-0.1985E-22 0.1393E-06
RELATIVE TOLERANCE REACHED ON EIGENVALUES IS NOW
0.1000E+01 0.1000E+01 0.1000E+01 0.1000E+01 0.1000E+01 0.1000E+01
TIME USED IN ITERN STEP 0.55
TIME FOR EIGENVALUE SOLN 0.17
ITERATION NUMBER (*SSPCEB*) = 2
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