N L E Q 2 ***** V e r s i o n 2 . 3 *** Newton-Method for the solution of nonlinear systems Real Workspace declared as 3210 is used up to 94 ( 2.9 percent) Integer Workspace declared as 100 is used up to 54 ( 54.0 percent) N = 2 Prescribed relative precision 0.10E-04 The Jacobian is supplied by numerical differentiation (without feedback strategy) Automatic row scaling of the Jacobian is allowed Rank-1 updates are inhibited Problem is specified as being highly nonlinear Bounded damping strategy is off Maximum permitted number of iteration steps : 100 Internal parameters: Starting value for damping factor FCSTART = 0.10E-01 Minimum allowed damping factor FCMIN = 0.10E-03 Rank-1 updates decision parameter SIGMA = 0.10E+06 Initial Jacobian pseudo-rank IRANK = 2 Maximum permitted subcondition COND = 0.10E+18 ****************************************************************** It Normf Normx Damp.Fct. New Rank Cond 0 0.629E+00 0.395E+00 0 2 0.200E+01 1 0.622E+00 * 0.391E+00 0.01000 1 0.622E+00 0.388E+00 0 2 0.201E+01 2 0.302E+00 * 0.188E+00 1.00000 2 0.302E+00 0.120E+00 0 2 0.300E+01 3 0.183E-01 * 0.727E-02 1.00000 3 0.183E-01 0.107E-01 0 2 0.431E+01 4 0.872E-04 * 0.509E-04 1.00000 4 0.872E-04 0.465E-04 0 2 0.376E+01 5 0.201E-08 * 0.107E-08 1.00000 Solution of nonlinear system of equations obtained within 5 iteration steps Achieved relative accuracy 0.107E-08 Subcondition ( 1, 2) 0.376E+01 Sensitivity ( 1, 2) 0.141E+01 ############################################################################# # # # # # Results from time monitor program for: NLEQ2 # # # # Total time: 0.000 Sum of parts: 0.000 # # # # Name Calls Time Av-time % Total % Sum # # NLEQ2 1 0.000 0.0000 0.00 # # FCN 6 0.000 0.0000 0.00 0.00 # # Jacobi 5 0.000 0.0000 0.00 0.00 # # Lin-Fact 5 0.000 0.0000 0.00 0.00 # # Lin-Sol 10 0.000 0.0000 0.00 0.00 # # Output 10 0.000 0.0000 0.00 0.00 # # # ############################################################################# ****** Statistics * NLEQ2 ******* *** Newton iterations : 5 *** *** Corrector steps : 0 *** *** Rejected rk-1 st. : 0 *** *** Jacobian eval. : 5 *** *** Function eval. : 6 *** *** ... for Jacobian : 10 *** ************************************* Time used = 0.000 Sec ****************************************************************** N L E Q 2 ***** V e r s i o n 2 . 3 *** Newton-Method for the solution of nonlinear systems Real Workspace declared as 3210 is used up to 113 ( 3.5 percent) Integer Workspace declared as 100 is used up to 55 ( 55.0 percent) N = 3 Prescribed relative precision 0.10E-04 The Jacobian is supplied by numerical differentiation (without feedback strategy) Automatic row scaling of the Jacobian is allowed Rank-1 updates are inhibited Problem is specified as being highly nonlinear Bounded damping strategy is off Maximum permitted number of iteration steps : 100 Internal parameters: Starting value for damping factor FCSTART = 0.10E-01 Minimum allowed damping factor FCMIN = 0.10E-03 Rank-1 updates decision parameter SIGMA = 0.10E+06 Initial Jacobian pseudo-rank IRANK = 3 Maximum permitted subcondition COND = 0.10E+18 ****************************************************************** It Normf Normx Damp.Fct. New Rank Cond 0 0.577E+00 0.304E+00 0 3 0.332E+01 1 0.572E+00 * 0.301E+00 0.01000 1 0.572E+00 0.300E+00 0 3 0.331E+01 2 0.140E+00 * 0.736E-01 1.00000 2 0.140E+00 0.641E-01 0 3 0.461E+01 3 0.379E-02 * 0.173E-02 1.00000 3 0.379E-02 0.249E-02 0 3 0.675E+01 4 0.310E-05 * 0.204E-05 1.00000 Solution of nonlinear system of equations obtained within 4 iteration steps Achieved relative accuracy 0.204E-05 Subcondition ( 1, 3) 0.675E+01 Sensitivity ( 1, 3) 0.173E+01 ############################################################################# # # # # # Results from time monitor program for: NLEQ2 # # # # Total time: 0.000 Sum of parts: 0.000 # # # # Name Calls Time Av-time % Total % Sum # # NLEQ2 1 0.000 0.0000 0.00 # # FCN 5 0.000 0.0000 0.00 0.00 # # Jacobi 4 0.000 0.0000 0.00 0.00 # # Lin-Fact 4 0.000 0.0000 0.00 0.00 # # Lin-Sol 8 0.000 0.0000 0.00 0.00 # # Output 8 0.000 0.0000 0.00 0.00 # # # ############################################################################# ****** Statistics * NLEQ2 ******* *** Newton iterations : 4 *** *** Corrector steps : 0 *** *** Rejected rk-1 st. : 0 *** *** Jacobian eval. : 4 *** *** Function eval. : 5 *** *** ... for Jacobian : 12 *** ************************************* Time used = 0.000 Sec ****************************************************************** N L E Q 2 ***** V e r s i o n 2 . 3 *** Newton-Method for the solution of nonlinear systems Real Workspace declared as 3210 is used up to 134 ( 4.2 percent) Integer Workspace declared as 100 is used up to 56 ( 56.0 percent) N = 4 Prescribed relative precision 0.10E-04 The Jacobian is supplied by numerical differentiation (without feedback strategy) Automatic row scaling of the Jacobian is allowed Rank-1 updates are inhibited Problem is specified as being highly nonlinear Bounded damping strategy is off Maximum permitted number of iteration steps : 100 Internal parameters: Starting value for damping factor FCSTART = 0.10E-01 Minimum allowed damping factor FCMIN = 0.10E-03 Rank-1 updates decision parameter SIGMA = 0.10E+06 Initial Jacobian pseudo-rank IRANK = 4 Maximum permitted subcondition COND = 0.10E+18 ****************************************************************** It Normf Normx Damp.Fct. New Rank Cond 0 0.534E+00 0.472E+00 0 4 0.639E+01 1 0.528E+00 * 0.468E+00 0.01000 1 0.528E+00 0.459E+00 0 4 0.636E+01 2 0.236E+00 * 0.103E+00 0.49661 2 0.236E+00 0.204E+00 0 4 0.596E+01 2 0.256E+00 * 0.207E+00 0.77236 3 0.153E+00 * 0.129E+00 0.24188 3 0.153E+00 0.837E-01 0 4 0.834E+01 4 0.333E-01 * 0.139E-01 1.00000 4 0.333E-01 0.964E-02 0 4 0.894E+01 5 0.881E-03 * 0.225E-03 1.00000 5 0.881E-03 0.242E-03 0 4 0.960E+01 6 0.663E-06 * 0.178E-06 1.00000 Solution of nonlinear system of equations obtained within 6 iteration steps Achieved relative accuracy 0.178E-06 Subcondition ( 1, 4) 0.960E+01 Sensitivity ( 1, 4) 0.200E+01 ############################################################################# # # # # # Results from time monitor program for: NLEQ2 # # # # Total time: 0.000 Sum of parts: 0.000 # # # # Name Calls Time Av-time % Total % Sum # # NLEQ2 1 0.000 0.0000 0.00 # # FCN 8 0.000 0.0000 0.00 0.00 # # Jacobi 6 0.000 0.0000 0.00 0.00 # # Lin-Fact 6 0.000 0.0000 0.00 0.00 # # Lin-Sol 13 0.000 0.0000 0.00 0.00 # # Output 13 0.000 0.0000 0.00 0.00 # # # ############################################################################# ****** Statistics * NLEQ2 ******* *** Newton iterations : 6 *** *** Corrector steps : 1 *** *** Rejected rk-1 st. : 0 *** *** Jacobian eval. : 6 *** *** Function eval. : 8 *** *** ... for Jacobian : 24 *** ************************************* Time used = 0.000 Sec ****************************************************************** N L E Q 2 ***** V e r s i o n 2 . 3 *** Newton-Method for the solution of nonlinear systems Real Workspace declared as 3210 is used up to 157 ( 4.9 percent) Integer Workspace declared as 100 is used up to 57 ( 57.0 percent) N = 5 Prescribed relative precision 0.10E-04 The Jacobian is supplied by numerical differentiation (without feedback strategy) Automatic row scaling of the Jacobian is allowed Rank-1 updates are inhibited Problem is specified as being highly nonlinear Bounded damping strategy is off Maximum permitted number of iteration steps : 100 Internal parameters: Starting value for damping factor FCSTART = 0.10E-01 Minimum allowed damping factor FCMIN = 0.10E-03 Rank-1 updates decision parameter SIGMA = 0.10E+06 Initial Jacobian pseudo-rank IRANK = 5 Maximum permitted subcondition COND = 0.10E+18 ****************************************************************** It Normf Normx Damp.Fct. New Rank Cond 0 0.505E+00 0.359E+00 0 5 0.873E+01 1 0.500E+00 * 0.355E+00 0.01000 1 0.500E+00 0.351E+00 0 5 0.866E+01 2 0.319E+00 * 0.691E-01 0.58141 2 0.319E+00 0.838E-01 0 5 0.739E+01 3 0.302E-01 * 0.960E-02 1.00000 3 0.302E-01 0.950E-02 0 5 0.117E+02 4 0.176E-03 * 0.104E-03 1.00000 4 0.176E-03 0.111E-03 0 5 0.123E+02 5 0.361E-07 * 0.106E-07 1.00000 Solution of nonlinear system of equations obtained within 5 iteration steps Achieved relative accuracy 0.106E-07 Subcondition ( 1, 5) 0.123E+02 Sensitivity ( 1, 5) 0.211E+01 ############################################################################# # # # # # Results from time monitor program for: NLEQ2 # # # # Total time: 0.000 Sum of parts: 0.000 # # # # Name Calls Time Av-time % Total % Sum # # NLEQ2 1 0.000 0.0000 0.00 # # FCN 6 0.000 0.0000 0.00 0.00 # # Jacobi 5 0.000 0.0000 0.00 0.00 # # Lin-Fact 5 0.000 0.0000 0.00 0.00 # # Lin-Sol 10 0.000 0.0000 0.00 0.00 # # Output 10 0.000 0.0000 0.00 0.00 # # # ############################################################################# ****** Statistics * NLEQ2 ******* *** Newton iterations : 5 *** *** Corrector steps : 0 *** *** Rejected rk-1 st. : 0 *** *** Jacobian eval. : 5 *** *** Function eval. : 6 *** *** ... for Jacobian : 25 *** ************************************* Time used = 0.000 Sec ****************************************************************** N L E Q 2 ***** V e r s i o n 2 . 3 *** Newton-Method for the solution of nonlinear systems Real Workspace declared as 3210 is used up to 182 ( 5.7 percent) Integer Workspace declared as 100 is used up to 58 ( 58.0 percent) N = 6 Prescribed relative precision 0.10E-04 The Jacobian is supplied by numerical differentiation (without feedback strategy) Automatic row scaling of the Jacobian is allowed Rank-1 updates are inhibited Problem is specified as being highly nonlinear Bounded damping strategy is off Maximum permitted number of iteration steps : 100 Internal parameters: Starting value for damping factor FCSTART = 0.10E-01 Minimum allowed damping factor FCMIN = 0.10E-03 Rank-1 updates decision parameter SIGMA = 0.10E+06 Initial Jacobian pseudo-rank IRANK = 6 Maximum permitted subcondition COND = 0.10E+18 ****************************************************************** It Normf Normx Damp.Fct. New Rank Cond 0 0.528E+00 0.690E+00 0 6 0.130E+02 1 0.523E+00 * 0.683E+00 0.01000 1 0.523E+00 0.664E+00 0 6 0.128E+02 2 0.338E+00 * 0.376E+00 0.31913 2 0.338E+00 0.158E+00 0 6 0.143E+02 3 0.123E+00 * 0.133E+00 1.00000 3 0.123E+00 0.420E-01 0 6 0.131E+02 4 0.769E-02 * 0.248E-02 1.00000 4 0.769E-02 0.285E-02 0 6 0.165E+02 5 0.143E-04 * 0.958E-05 1.00000 Solution of nonlinear system of equations obtained within 5 iteration steps Achieved relative accuracy 0.958E-05 Subcondition ( 1, 6) 0.165E+02 Sensitivity ( 1, 6) 0.224E+01 ############################################################################# # # # # # Results from time monitor program for: NLEQ2 # # # # Total time: 0.000 Sum of parts: 0.000 # # # # Name Calls Time Av-time % Total % Sum # # NLEQ2 1 0.000 0.0000 0.00 # # FCN 6 0.000 0.0000 0.00 0.00 # # Jacobi 5 0.000 0.0000 0.00 0.00 # # Lin-Fact 5 0.000 0.0000 0.00 0.00 # # Lin-Sol 10 0.000 0.0000 0.00 0.00 # # Output 10 0.000 0.0000 0.00 0.00 # # # ############################################################################# ****** Statistics * NLEQ2 ******* *** Newton iterations : 5 *** *** Corrector steps : 0 *** *** Rejected rk-1 st. : 0 *** *** Jacobian eval. : 5 *** *** Function eval. : 6 *** *** ... for Jacobian : 30 *** ************************************* Time used = 0.000 Sec ****************************************************************** N L E Q 2 ***** V e r s i o n 2 . 3 *** Newton-Method for the solution of nonlinear systems Real Workspace declared as 3210 is used up to 209 ( 6.5 percent) Integer Workspace declared as 100 is used up to 59 ( 59.0 percent) N = 7 Prescribed relative precision 0.10E-04 The Jacobian is supplied by numerical differentiation (without feedback strategy) Automatic row scaling of the Jacobian is allowed Rank-1 updates are inhibited Problem is specified as being highly nonlinear Bounded damping strategy is off Maximum permitted number of iteration steps : 100 Internal parameters: Starting value for damping factor FCSTART = 0.10E-01 Minimum allowed damping factor FCMIN = 0.10E-03 Rank-1 updates decision parameter SIGMA = 0.10E+06 Initial Jacobian pseudo-rank IRANK = 7 Maximum permitted subcondition COND = 0.10E+18 ****************************************************************** It Normf Normx Damp.Fct. New Rank Cond 0 0.486E+00 0.450E+00 0 7 0.166E+02 1 0.481E+00 * 0.445E+00 0.01000 1 0.481E+00 0.436E+00 0 7 0.164E+02 2 0.218E+00 * 0.129E+00 0.43108 2 0.218E+00 0.424E+00 0 7 0.692E+02 3 0.163E+00 * 0.144E+00 0.17347 3 0.163E+00 0.775E-01 0 7 0.165E+02 4 0.211E-01 * 0.825E-02 1.00000 4 0.211E-01 0.740E-02 0 7 0.175E+02 5 0.403E-03 * 0.911E-04 1.00000 5 0.403E-03 0.991E-04 0 7 0.196E+02 6 0.722E-07 * 0.153E-07 1.00000 Solution of nonlinear system of equations obtained within 6 iteration steps Achieved relative accuracy 0.153E-07 Subcondition ( 1, 7) 0.196E+02 Sensitivity ( 1, 7) 0.248E+01 ############################################################################# # # # # # Results from time monitor program for: NLEQ2 # # # # Total time: 0.000 Sum of parts: 0.000 # # # # Name Calls Time Av-time % Total % Sum # # NLEQ2 1 0.000 0.0000 0.00 # # FCN 7 0.000 0.0000 0.00 0.00 # # Jacobi 6 0.000 0.0000 0.00 0.00 # # Lin-Fact 6 0.000 0.0000 0.00 0.00 # # Lin-Sol 12 0.000 0.0000 0.00 0.00 # # Output 12 0.000 0.0000 0.00 0.00 # # # ############################################################################# ****** Statistics * NLEQ2 ******* *** Newton iterations : 6 *** *** Corrector steps : 0 *** *** Rejected rk-1 st. : 0 *** *** Jacobian eval. : 6 *** *** Function eval. : 7 *** *** ... for Jacobian : 42 *** ************************************* Time used = 0.000 Sec ****************************************************************** N L E Q 2 ***** V e r s i o n 2 . 3 *** Newton-Method for the solution of nonlinear systems Real Workspace declared as 3210 is used up to 238 ( 7.4 percent) Integer Workspace declared as 100 is used up to 60 ( 60.0 percent) N = 8 Prescribed relative precision 0.10E-04 The Jacobian is supplied by numerical differentiation (without feedback strategy) Automatic row scaling of the Jacobian is allowed Rank-1 updates are inhibited Problem is specified as being highly nonlinear Bounded damping strategy is off Maximum permitted number of iteration steps : 100 Internal parameters: Starting value for damping factor FCSTART = 0.10E-01 Minimum allowed damping factor FCMIN = 0.10E-03 Rank-1 updates decision parameter SIGMA = 0.10E+06 Initial Jacobian pseudo-rank IRANK = 8 Maximum permitted subcondition COND = 0.10E+18 ****************************************************************** It Normf Normx Damp.Fct. New Rank Cond 0 0.556E+00 0.136E+01 0 8 0.334E+02 1 0.550E+00 * 0.135E+01 0.01000 1 0.550E+00 0.132E+01 0 8 0.349E+02 2 0.135E+01 * 0.121E+01 0.19749 2 0.135E+01 0.532E+00 0 8 0.356E+02 3 0.480E+00 * 0.375E+00 0.39451 3 0.480E+00 0.132E+00 0 8 0.176E+02 4 0.480E+00 * 0.554E-01 1.00000 4 0.480E+00 0.131E+00 0 8 0.284E+02 5 0.468E+00 * 0.119E+00 0.39289 5 0.468E+00 0.167E+00 0 8 0.613E+02 6 0.423E+00 * 0.154E+00 0.15110 6 0.423E+00 0.167E+01 0 8 0.591E+03 7 0.423E+00 * 0.167E+01 0.00141 7 0.423E+00 0.601E+02 0 8 0.315E+05 7 0.423E+00 * 0.606E+02 0.00010 7 Not accepted damping factor 0.00000 0 8 7 0.423E+00 0.226E+02 0 7 0.977E+04 7 Not accepted damping factor 0.00001 0 7 7 0.423E+00 0.702E+00 0 6 0.183E+04 8 0.405E+00 * 0.697E+00 0.00541 8 0.405E+00 0.415E+02 0 8 0.552E+04 8 0.407E+00 * 0.417E+02 0.00010 8 Not accepted damping factor 0.00000 0 8 8 0.405E+00 0.736E+01 0 7 0.212E+04 8 Not accepted damping factor 0.00005 0 7 8 0.405E+00 0.170E+00 0 6 0.534E+03 9 0.413E+00 * 0.167E+00 0.02387 9 0.413E+00 0.147E+02 0 8 0.195E+04 9 0.413E+00 * 0.147E+02 0.00010 9 Not accepted damping factor 0.00001 0 8 9 0.413E+00 0.465E+01 0 7 0.150E+04 9 Not accepted damping factor 0.00003 0 7 9 0.413E+00 0.901E-01 0 6 0.433E+03 10 0.428E+00 * 0.838E-01 0.08158 10 0.428E+00 0.170E+02 0 8 0.235E+04 10 0.428E+00 * 0.170E+02 0.00010 10 Not accepted damping factor 0.00001 0 8 10 0.428E+00 0.363E+01 0 7 0.109E+04 10 Not accepted damping factor 0.00005 0 7 10 0.428E+00 0.991E-01 0 6 0.363E+03 11 0.554E+00 * 0.918E-01 0.22211 11 0.554E+00 0.152E+01 0 8 0.492E+03 12 0.554E+00 * 0.152E+01 0.00088 12 0.554E+00 0.339E+01 0 8 0.550E+03 13 0.554E+00 * 0.339E+01 0.00028 13 0.554E+00 0.922E+01 0 8 0.155E+04 13 0.554E+00 * 0.922E+01 0.00010 13 Not accepted damping factor 0.00003 0 8 13 0.554E+00 0.119E+01 0 7 0.370E+03 14 0.553E+00 * 0.118E+01 0.00094 14 0.553E+00 0.687E+02 0 8 0.117E+05 14 0.556E+00 * 0.695E+02 0.00010 14 Not accepted damping factor 0.00000 0 8 14 0.553E+00 0.601E+00 0 7 0.226E+03 15 0.552E+00 * 0.598E+00 0.00297 15 0.552E+00 0.404E+03 0 8 0.686E+05 15 0.666E+00 * 0.552E+03 0.00010 15 Not accepted damping factor 0.00000 0 8 15 0.552E+00 0.369E+00 0 7 0.138E+03 16 0.545E+00 * 0.362E+00 0.01257 16 0.545E+00 0.478E+03 0 8 0.807E+05 16 0.707E+00 * 0.720E+03 0.00010 16 Not accepted damping factor 0.00000 0 8 16 0.545E+00 0.185E+00 0 7 0.694E+02 17 0.519E+00 * 0.171E+00 0.05081 17 0.519E+00 0.572E+03 0 8 0.946E+05 17 0.758E+00 * 0.977E+03 0.00010 17 Not accepted damping factor 0.00000 0 8 17 0.519E+00 0.928E-01 0 7 0.354E+02 18 0.420E+00 * 0.661E-01 0.21342 18 0.420E+00 0.679E+03 0 8 0.105E+06 18 0.782E+00 * 0.132E+04 0.00010 18 Not accepted damping factor 0.00000 0 8 18 0.420E+00 0.436E-01 0 7 0.225E+02 19 0.199E+00 * 0.620E-02 1.00000 19 0.199E+00 0.791E+03 0 8 0.117E+06 19 0.716E+00 * 0.178E+04 0.00010 19 Not accepted damping factor 0.00000 0 8 19 0.199E+00 0.122E-01 0 7 0.215E+02 20 0.217E+00 * 0.414E-03 1.00000 20 0.217E+00 0.783E+03 0 8 0.116E+06 20 0.762E+00 * 0.173E+04 0.00010 20 Not accepted damping factor 0.00000 0 8 20 0.217E+00 0.114E-02 0 7 0.211E+02 Iteration terminates at stationary point Achieved relative accuracy 0.236E-02 Subcondition ( 1, 7) 0.211E+02 Sensitivity ( 1, 7) 0.268E+01 ############################################################################# # # # # # Results from time monitor program for: NLEQ2 # # # # Total time: 0.000 Sum of parts: 0.000 # # # # Name Calls Time Av-time % Total % Sum # # NLEQ2 1 0.000 0.0000 0.00 # # FCN 34 0.000 0.0000 0.00 0.00 # # Jacobi 21 0.000 0.0000 0.00 0.00 # # Lin-Fact 37 0.000 0.0000 0.00 0.00 # # Lin-Sol 70 0.000 0.0000 0.00 0.00 # # Output 69 0.000 0.0000 0.00 0.00 # # # ############################################################################# ****** Statistics * NLEQ2 ******* *** Newton iterations : 21 *** *** Corrector steps : 12 *** *** Rejected rk-1 st. : 16 *** *** Jacobian eval. : 21 *** *** Function eval. : 34 *** *** ... for Jacobian : 168 *** ************************************* Time used = 0.000 Sec ****************************************************************** N L E Q 2 ***** V e r s i o n 2 . 3 *** Newton-Method for the solution of nonlinear systems Real Workspace declared as 3210 is used up to 269 ( 8.4 percent) Integer Workspace declared as 100 is used up to 61 ( 61.0 percent) N = 9 Prescribed relative precision 0.10E-04 The Jacobian is supplied by numerical differentiation (without feedback strategy) Automatic row scaling of the Jacobian is allowed Rank-1 updates are inhibited Problem is specified as being highly nonlinear Bounded damping strategy is off Maximum permitted number of iteration steps : 100 Internal parameters: Starting value for damping factor FCSTART = 0.10E-01 Minimum allowed damping factor FCMIN = 0.10E-03 Rank-1 updates decision parameter SIGMA = 0.10E+06 Initial Jacobian pseudo-rank IRANK = 9 Maximum permitted subcondition COND = 0.10E+18 ****************************************************************** It Normf Normx Damp.Fct. New Rank Cond 0 0.510E+00 0.713E+00 0 9 0.729E+02 1 0.505E+00 * 0.705E+00 0.01000 1 0.505E+00 0.680E+00 0 9 0.707E+02 2 0.666E+00 * 0.473E+00 0.23884 2 0.666E+00 0.289E+00 0 9 0.259E+03 3 0.643E+00 * 0.270E+00 0.46972 3 0.643E+00 0.975E-01 0 9 0.158E+03 4 0.188E+00 * 0.279E-01 1.00000 4 0.188E+00 0.164E-01 0 9 0.329E+02 5 0.617E-02 * 0.150E-02 1.00000 5 0.617E-02 0.159E-02 0 9 0.307E+02 6 0.605E-04 * 0.263E-04 1.00000 6 0.605E-04 0.253E-04 0 9 0.296E+02 7 0.167E-07 * 0.786E-08 1.00000 Solution of nonlinear system of equations obtained within 7 iteration steps Achieved relative accuracy 0.786E-08 Subcondition ( 1, 9) 0.296E+02 Sensitivity ( 1, 9) 0.279E+01 ############################################################################# # # # # # Results from time monitor program for: NLEQ2 # # # # Total time: 0.000 Sum of parts: 0.000 # # # # Name Calls Time Av-time % Total % Sum # # NLEQ2 1 0.000 0.0000 0.00 # # FCN 8 0.000 0.0000 0.00 0.00 # # Jacobi 7 0.000 0.0000 0.00 0.00 # # Lin-Fact 7 0.000 0.0000 0.00 0.00 # # Lin-Sol 14 0.000 0.0000 0.00 0.00 # # Output 14 0.000 0.0000 0.00 0.00 # # # ############################################################################# ****** Statistics * NLEQ2 ******* *** Newton iterations : 7 *** *** Corrector steps : 0 *** *** Rejected rk-1 st. : 0 *** *** Jacobian eval. : 7 *** *** Function eval. : 8 *** *** ... for Jacobian : 63 *** ************************************* Time used = 0.000 Sec ******************************************************************