************************************************************************************************************************************ STEP 0 CHECK FOR CONSISTENCY OF INITIAL VALUES CHECK FOR SEPARATED BOUNDARY CONDITIONS INITIATED BOUNDARY CONDITION 1 ASSUMED TO BE SEPARATED AT T(1) BOUNDARY CONDITION 2 ASSUMED TO BE SEPARATED AT T(M) ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.3355E-03 0.1338E-12 0 1 0.10E+01 0.99E+00 1 GAUSS-NEWTON METHOD REQUIRED 1 ITERATIONS TAU= 0.600000E-01 NORM= 0.182760E-01 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.301514E-01 NODE 2 T= 0.500000E-01 X= 0.143253E-02 0.271492E-01 NODE 3 T= 0.100000E+00 X= 0.271485E-02 0.241429E-01 NODE 4 T= 0.150000E+00 X= 0.384676E-02 0.211330E-01 NODE 5 T= 0.200000E+00 X= 0.482810E-02 0.181199E-01 NODE 6 T= 0.250000E+00 X= 0.565871E-02 0.151041E-01 NODE 7 T= 0.300000E+00 X= 0.633847E-02 0.120860E-01 NODE 8 T= 0.350000E+00 X= 0.686728E-02 0.906613E-02 NODE 9 T= 0.400000E+00 X= 0.724506E-02 0.604485E-02 NODE 10 T= 0.450000E+00 X= 0.747175E-02 0.302265E-02 NODE 11 T= 0.500000E+00 X= 0.754732E-02 0.399888E-13 NODE 12 T= 0.550000E+00 X= 0.747175E-02 -0.302265E-02 NODE 13 T= 0.600000E+00 X= 0.724506E-02 -0.604485E-02 NODE 14 T= 0.650000E+00 X= 0.686728E-02 -0.906613E-02 NODE 15 T= 0.700000E+00 X= 0.633847E-02 -0.120860E-01 NODE 16 T= 0.750000E+00 X= 0.565871E-02 -0.151041E-01 NODE 17 T= 0.800000E+00 X= 0.482810E-02 -0.181199E-01 NODE 18 T= 0.850000E+00 X= 0.384676E-02 -0.211330E-01 NODE 19 T= 0.900000E+00 X= 0.271485E-02 -0.241429E-01 NODE 20 T= 0.950000E+00 X= 0.143253E-02 -0.271492E-01 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.301514E-01 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 1 SCALED STEPLENGTH 0.1000E-01 CURRENT CONTINUATION PARAMETER 2 SCALED STEPLENGTH 0.3162E-01 CURRENT CONTINUATION PARAMETER 2 SCALED STEPLENGTH 0.1000E+00 CURRENT CONTINUATION PARAMETER 2 SCALED STEPLENGTH 0.3162E+00 CURRENT CONTINUATION PARAMETER 2 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.1280E-09 0.3117E-25 0 1 0.10E+01 0.99E+00 1 2 GAUSS-NEWTON METHOD REQUIRED 1 ITERATIONS DET WRT ACTUAL CON PARM 0.9899697E+00 0.9867857E+00 DET WRT REAL CON PARM 0.9899697E+00 0.9867857E+00 TAU= 0.789704E-01 NORM= 0.241009E-01 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.397482E-01 NODE 2 T= 0.500000E-01 X= 0.188863E-02 0.357959E-01 NODE 3 T= 0.100000E+00 X= 0.357947E-02 0.318365E-01 NODE 4 T= 0.150000E+00 X= 0.507217E-02 0.278708E-01 NODE 5 T= 0.200000E+00 X= 0.636645E-02 0.238995E-01 NODE 6 T= 0.250000E+00 X= 0.746205E-02 0.199235E-01 NODE 7 T= 0.300000E+00 X= 0.835874E-02 0.159436E-01 NODE 8 T= 0.350000E+00 X= 0.905636E-02 0.119605E-01 NODE 9 T= 0.400000E+00 X= 0.955475E-02 0.797498E-02 NODE 10 T= 0.450000E+00 X= 0.985383E-02 0.398789E-02 NODE 11 T= 0.500000E+00 X= 0.995353E-02 0.272783E-12 NODE 12 T= 0.550000E+00 X= 0.985383E-02 -0.398789E-02 NODE 13 T= 0.600000E+00 X= 0.955475E-02 -0.797498E-02 NODE 14 T= 0.650000E+00 X= 0.905636E-02 -0.119605E-01 NODE 15 T= 0.700000E+00 X= 0.835874E-02 -0.159436E-01 NODE 16 T= 0.750000E+00 X= 0.746205E-02 -0.199235E-01 NODE 17 T= 0.800000E+00 X= 0.636645E-02 -0.238995E-01 NODE 18 T= 0.850000E+00 X= 0.507217E-02 -0.278708E-01 NODE 19 T= 0.900000E+00 X= 0.357947E-02 -0.318365E-01 NODE 20 T= 0.950000E+00 X= 0.188863E-02 -0.357959E-01 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.397482E-01 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 2 SCALED STEPLENGTH 0.1000E+01 CURRENT CONTINUATION PARAMETER 2 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.1320E-07 0.1054E-20 0 1 0.10E+01 0.98E+00 1 2 GAUSS-NEWTON METHOD REQUIRED 1 ITERATIONS DET WRT ACTUAL CON PARM 0.9867857E+00 0.9766758E+00 DET WRT REAL CON PARM 0.9867857E+00 0.9766758E+00 TAU= 0.138960E+00 NORM= 0.426704E-01 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.703018E-01 NODE 2 T= 0.500000E-01 X= 0.334119E-02 0.633419E-01 NODE 3 T= 0.100000E+00 X= 0.633383E-02 0.563600E-01 NODE 4 T= 0.150000E+00 X= 0.897687E-02 0.493584E-01 NODE 5 T= 0.200000E+00 X= 0.112694E-01 0.423396E-01 NODE 6 T= 0.250000E+00 X= 0.132106E-01 0.353058E-01 NODE 7 T= 0.300000E+00 X= 0.147998E-01 0.282596E-01 NODE 8 T= 0.350000E+00 X= 0.160364E-01 0.212034E-01 NODE 9 T= 0.400000E+00 X= 0.169200E-01 0.141398E-01 NODE 10 T= 0.450000E+00 X= 0.174503E-01 0.707114E-02 NODE 11 T= 0.500000E+00 X= 0.176270E-01 0.151015E-11 NODE 12 T= 0.550000E+00 X= 0.174503E-01 -0.707114E-02 NODE 13 T= 0.600000E+00 X= 0.169200E-01 -0.141398E-01 NODE 14 T= 0.650000E+00 X= 0.160364E-01 -0.212034E-01 NODE 15 T= 0.700000E+00 X= 0.147998E-01 -0.282596E-01 NODE 16 T= 0.750000E+00 X= 0.132106E-01 -0.353058E-01 NODE 17 T= 0.800000E+00 X= 0.112694E-01 -0.423396E-01 NODE 18 T= 0.850000E+00 X= 0.897687E-02 -0.493584E-01 NODE 19 T= 0.900000E+00 X= 0.633383E-02 -0.563600E-01 NODE 20 T= 0.950000E+00 X= 0.334119E-02 -0.633419E-01 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.703018E-01 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 3 SCALED STEPLENGTH 0.3162E+01 CURRENT CONTINUATION PARAMETER 2 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.4463E-05 0.1023E-14 0 1 0.10E+01 0.93E+00 1 2 GAUSS-NEWTON METHOD REQUIRED 1 ITERATIONS DET WRT ACTUAL CON PARM 0.9766758E+00 0.9339003E+00 DET WRT REAL CON PARM 0.9766758E+00 0.9339003E+00 TAU= 0.388597E+00 NORM= 0.122528E+00 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.200986E+00 NODE 2 T= 0.500000E-01 X= 0.956194E-02 0.181461E+00 NODE 3 T= 0.100000E+00 X= 0.181431E-01 0.161758E+00 NODE 4 T= 0.150000E+00 X= 0.257351E-01 0.141896E+00 NODE 5 T= 0.200000E+00 X= 0.323304E-01 0.121892E+00 NODE 6 T= 0.250000E+00 X= 0.379223E-01 0.101766E+00 NODE 7 T= 0.300000E+00 X= 0.425052E-01 0.815369E-01 NODE 8 T= 0.350000E+00 X= 0.460746E-01 0.612254E-01 NODE 9 T= 0.400000E+00 X= 0.486267E-01 0.408517E-01 NODE 10 T= 0.450000E+00 X= 0.501590E-01 0.204363E-01 NODE 11 T= 0.500000E+00 X= 0.506700E-01 0.353664E-10 NODE 12 T= 0.550000E+00 X= 0.501590E-01 -0.204363E-01 NODE 13 T= 0.600000E+00 X= 0.486267E-01 -0.408517E-01 NODE 14 T= 0.650000E+00 X= 0.460746E-01 -0.612254E-01 NODE 15 T= 0.700000E+00 X= 0.425052E-01 -0.815369E-01 NODE 16 T= 0.750000E+00 X= 0.379223E-01 -0.101766E+00 NODE 17 T= 0.800000E+00 X= 0.323304E-01 -0.121892E+00 NODE 18 T= 0.850000E+00 X= 0.257351E-01 -0.141896E+00 NODE 19 T= 0.900000E+00 X= 0.181431E-01 -0.161758E+00 NODE 20 T= 0.950000E+00 X= 0.956194E-02 -0.181461E+00 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.200986E+00 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 4 SCALED STEPLENGTH 0.1000E+02 CURRENT CONTINUATION PARAMETER 2 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.8757E-02 0.1213E-06 0 1 0.10E+01 0.68E+00 1 2 2 0.1223E-06 0.1574E-11 1 1 0.10E+01 0.67E+00 1 2 GAUSS-NEWTON METHOD REQUIRED 2 ITERATIONS DET WRT ACTUAL CON PARM 0.9339003E+00 0.6689664E+00 DET WRT REAL CON PARM 0.9339003E+00 0.6689664E+00 TAU= 0.177019E+01 NORM= 0.670701E+00 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.106812E+01 NODE 2 T= 0.500000E-01 X= 0.511542E-01 0.977274E+00 NODE 3 T= 0.100000E+00 X= 0.976516E-01 0.881882E+00 NODE 4 T= 0.150000E+00 X= 0.139271E+00 0.782193E+00 NODE 5 T= 0.200000E+00 X= 0.175805E+00 0.678531E+00 NODE 6 T= 0.250000E+00 X= 0.207064E+00 0.571295E+00 NODE 7 T= 0.300000E+00 X= 0.232882E+00 0.460955E+00 NODE 8 T= 0.350000E+00 X= 0.253117E+00 0.348044E+00 NODE 9 T= 0.400000E+00 X= 0.267654E+00 0.233154E+00 NODE 10 T= 0.450000E+00 X= 0.276410E+00 0.116917E+00 NODE 11 T= 0.500000E+00 X= 0.279334E+00 -0.445719E-11 NODE 12 T= 0.550000E+00 X= 0.276410E+00 -0.116917E+00 NODE 13 T= 0.600000E+00 X= 0.267654E+00 -0.233154E+00 NODE 14 T= 0.650000E+00 X= 0.253117E+00 -0.348044E+00 NODE 15 T= 0.700000E+00 X= 0.232882E+00 -0.460955E+00 NODE 16 T= 0.750000E+00 X= 0.207064E+00 -0.571295E+00 NODE 17 T= 0.800000E+00 X= 0.175805E+00 -0.678531E+00 NODE 18 T= 0.850000E+00 X= 0.139271E+00 -0.782193E+00 NODE 19 T= 0.900000E+00 X= 0.976516E-01 -0.881882E+00 NODE 20 T= 0.950000E+00 X= 0.511542E-01 -0.977274E+00 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.106812E+01 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 5 SCALED STEPLENGTH 0.5842E+01 CURRENT CONTINUATION PARAMETER 2 TERMINATION SINCE RESTRICTED MONOTONICITY TEST WAS VIOLATED GAUSS-NEWTON METHOD FAILED .................................................................................................................................... SCALED STEPLENGTH 0.1282E+01 CURRENT CONTINUATION PARAMETER 2 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.2468E+01 0.6186E+00 0 1 0.10E+01 0.33E+00 1 TERMINATION SINCE RESTRICTED MONOTONICITY TEST WAS VIOLATED GAUSS-NEWTON METHOD FAILED .................................................................................................................................... SCALED STEPLENGTH 0.3437E+00 CURRENT CONTINUATION PARAMETER 2 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.3222E-01 0.9215E-05 0 1 0.10E+01 0.85E+00 2 1 2 0.8903E-05 0.2311E-08 1 1 0.10E+01 0.87E+00 2 1 3 0.2238E-08 0.4770E-15 2 1 0.10E+01 0.88E+00 2 1 GAUSS-NEWTON METHOD REQUIRED 3 ITERATIONS DET WRT ACTUAL CON PARM 0.6689664E+00 0.6191562E+00 DET WRT REAL CON PARM 0.6689664E+00 0.6191562E+00 TAU= 0.215360E+01 NORM= 0.874324E+00 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.137761E+01 NODE 2 T= 0.500000E-01 X= 0.661268E-01 0.126624E+01 NODE 3 T= 0.100000E+00 X= 0.126502E+00 0.114759E+01 NODE 4 T= 0.150000E+00 X= 0.180769E+00 0.102195E+01 NODE 5 T= 0.200000E+00 X= 0.228587E+00 0.889726E+00 NODE 6 T= 0.250000E+00 X= 0.269642E+00 0.751495E+00 NODE 7 T= 0.300000E+00 X= 0.303649E+00 0.607978E+00 NODE 8 T= 0.350000E+00 X= 0.330366E+00 0.460036E+00 NODE 9 T= 0.400000E+00 X= 0.349595E+00 0.308656E+00 NODE 10 T= 0.450000E+00 X= 0.361192E+00 0.154925E+00 NODE 11 T= 0.500000E+00 X= 0.365068E+00 0.138759E-10 NODE 12 T= 0.550000E+00 X= 0.361192E+00 -0.154925E+00 NODE 13 T= 0.600000E+00 X= 0.349595E+00 -0.308656E+00 NODE 14 T= 0.650000E+00 X= 0.330366E+00 -0.460036E+00 NODE 15 T= 0.700000E+00 X= 0.303649E+00 -0.607978E+00 NODE 16 T= 0.750000E+00 X= 0.269642E+00 -0.751495E+00 NODE 17 T= 0.800000E+00 X= 0.228587E+00 -0.889726E+00 NODE 18 T= 0.850000E+00 X= 0.180769E+00 -0.102195E+01 NODE 19 T= 0.900000E+00 X= 0.126502E+00 -0.114759E+01 NODE 20 T= 0.950000E+00 X= 0.661268E-01 -0.126624E+01 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.137761E+01 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 6 SCALED STEPLENGTH 0.1087E+01 CURRENT CONTINUATION PARAMETER 1 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.3109E-01 0.1589E-04 0 1 0.10E+01 0.11E+01 2 1 2 0.1519E-04 0.7239E-08 1 1 0.10E+01 0.11E+01 2 1 3 0.6933E-08 0.2571E-14 2 1 0.10E+01 0.11E+01 2 1 GAUSS-NEWTON METHOD REQUIRED 3 ITERATIONS DET WRT ACTUAL CON PARM -0.8958046E+00 -0.1132154E+01 DET WRT REAL CON PARM 0.6191562E+00 0.3719307E+00 TAU= 0.319112E+01 NORM= 0.175611E+01 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.264716E+01 NODE 2 T= 0.500000E-01 X= 0.128190E+00 0.247680E+01 NODE 3 T= 0.100000E+00 X= 0.247306E+00 0.228403E+01 NODE 4 T= 0.150000E+00 X= 0.356204E+00 0.206797E+01 NODE 5 T= 0.200000E+00 X= 0.453711E+00 0.182842E+01 NODE 6 T= 0.250000E+00 X= 0.538664E+00 0.156599E+01 NODE 7 T= 0.300000E+00 X= 0.609955E+00 0.128224E+01 NODE 8 T= 0.350000E+00 X= 0.666576E+00 0.979751E+00 NODE 9 T= 0.400000E+00 X= 0.707677E+00 0.662113E+00 NODE 10 T= 0.450000E+00 X= 0.732609E+00 0.333811E+00 NODE 11 T= 0.500000E+00 X= 0.740966E+00 -0.743062E-10 NODE 12 T= 0.550000E+00 X= 0.732609E+00 -0.333811E+00 NODE 13 T= 0.600000E+00 X= 0.707677E+00 -0.662113E+00 NODE 14 T= 0.650000E+00 X= 0.666576E+00 -0.979751E+00 NODE 15 T= 0.700000E+00 X= 0.609955E+00 -0.128224E+01 NODE 16 T= 0.750000E+00 X= 0.538664E+00 -0.156599E+01 NODE 17 T= 0.800000E+00 X= 0.453711E+00 -0.182842E+01 NODE 18 T= 0.850000E+00 X= 0.356204E+00 -0.206797E+01 NODE 19 T= 0.900000E+00 X= 0.247306E+00 -0.228403E+01 NODE 20 T= 0.950000E+00 X= 0.128190E+00 -0.247680E+01 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.264716E+01 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 7 SCALED STEPLENGTH 0.9433E+00 CURRENT CONTINUATION PARAMETER 1 TERMINATION SINCE RESTRICTED MONOTONICITY TEST WAS VIOLATED GAUSS-NEWTON METHOD FAILED .................................................................................................................................... SCALED STEPLENGTH 0.3392E+00 CURRENT CONTINUATION PARAMETER 1 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.1136E-01 0.1024E-05 0 1 0.10E+01 0.17E+01 2 1 2 0.1033E-05 0.6621E-08 1 1 0.10E+01 0.17E+01 2 1 3 0.5713E-08 0.3696E-12 2 1 0.10E+01 0.18E+01 2 1 GAUSS-NEWTON METHOD REQUIRED 3 ITERATIONS DET WRT ACTUAL CON PARM -0.1132154E+01 -0.1759248E+01 DET WRT REAL CON PARM 0.3719307E+00 0.2339647E+00 TAU= 0.348049E+01 NORM= 0.242633E+01 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.354441E+01 NODE 2 T= 0.500000E-01 X= 0.172605E+00 0.335431E+01 NODE 3 T= 0.100000E+00 X= 0.334853E+00 0.312957E+01 NODE 4 T= 0.150000E+00 X= 0.484928E+00 0.286684E+01 NODE 5 T= 0.200000E+00 X= 0.620863E+00 0.256372E+01 NODE 6 T= 0.250000E+00 X= 0.740610E+00 0.221927E+01 NODE 7 T= 0.300000E+00 X= 0.842117E+00 0.183452E+01 NODE 8 T= 0.350000E+00 X= 0.923446E+00 0.141294E+01 NODE 9 T= 0.400000E+00 X= 0.982897E+00 0.960612E+00 NODE 10 T= 0.450000E+00 X= 0.101914E+01 0.486119E+00 NODE 11 T= 0.500000E+00 X= 0.103131E+01 0.196441E-08 NODE 12 T= 0.550000E+00 X= 0.101914E+01 -0.486119E+00 NODE 13 T= 0.600000E+00 X= 0.982897E+00 -0.960612E+00 NODE 14 T= 0.650000E+00 X= 0.923446E+00 -0.141294E+01 NODE 15 T= 0.700000E+00 X= 0.842117E+00 -0.183452E+01 NODE 16 T= 0.750000E+00 X= 0.740610E+00 -0.221927E+01 NODE 17 T= 0.800000E+00 X= 0.620863E+00 -0.256372E+01 NODE 18 T= 0.850000E+00 X= 0.484928E+00 -0.286684E+01 NODE 19 T= 0.900000E+00 X= 0.334853E+00 -0.312957E+01 NODE 20 T= 0.950000E+00 X= 0.172605E+00 -0.335431E+01 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.354441E+01 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 8 SCALED STEPLENGTH 0.1073E+01 CURRENT CONTINUATION PARAMETER 1 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.5811E-01 0.1146E-02 0 1 0.10E+01 0.12E+01 2 1 2 0.1559E-02 0.4818E-04 1 1 0.10E+01 0.11E+01 2 1 3 0.7082E-04 0.8037E-07 2 1 0.10E+01 0.98E+00 2 1 4 0.8611E-07 0.1695E-11 3 1 0.10E+01 0.96E+00 2 1 GAUSS-NEWTON METHOD REQUIRED 4 ITERATIONS DET WRT ACTUAL CON PARM -0.1759248E+01 -0.1786285E+01 DET WRT REAL CON PARM 0.2339647E+00 -0.7590176E+00 ------------------------------------------------------------------------------------------------------------------------------------ POSSIBLY TURNING POINT DETECTED IGNC YHIT DELTAX DERIV ITER 1 0.4002E+01 0.1160E+00 -0.5361E-03 1 2 0.4000E+01 0.3936E-03 0.1960E-06 0 3 0.4000E+01 0.3935E-03 0.2591E-07 0 MUTURN REQUIRED 3 GAUSS-NEWTON-CALLS TAU= 0.351383E+01 NORM= 0.278196E+01 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.400004E+01 NODE 2 T= 0.500000E-01 X= 0.195305E+00 0.380586E+01 NODE 3 T= 0.100000E+00 X= 0.379909E+00 0.357106E+01 NODE 4 T= 0.150000E+00 X= 0.551648E+00 0.329047E+01 NODE 5 T= 0.200000E+00 X= 0.708121E+00 0.295983E+01 NODE 6 T= 0.250000E+00 X= 0.846753E+00 0.257663E+01 NODE 7 T= 0.300000E+00 X= 0.964907E+00 0.214093E+01 NODE 8 T= 0.350000E+00 X= 0.106003E+01 0.165620E+01 NODE 9 T= 0.400000E+00 X= 0.112983E+01 0.112980E+01 NODE 10 T= 0.450000E+00 X= 0.117250E+01 0.572953E+00 NODE 11 T= 0.500000E+00 X= 0.118686E+01 -0.332603E-09 NODE 12 T= 0.550000E+00 X= 0.117250E+01 -0.572953E+00 NODE 13 T= 0.600000E+00 X= 0.112983E+01 -0.112980E+01 NODE 14 T= 0.650000E+00 X= 0.106003E+01 -0.165620E+01 NODE 15 T= 0.700000E+00 X= 0.964907E+00 -0.214093E+01 NODE 16 T= 0.750000E+00 X= 0.846753E+00 -0.257663E+01 NODE 17 T= 0.800000E+00 X= 0.708121E+00 -0.295983E+01 NODE 18 T= 0.850000E+00 X= 0.551648E+00 -0.329047E+01 NODE 19 T= 0.900000E+00 X= 0.379909E+00 -0.357106E+01 NODE 20 T= 0.950000E+00 X= 0.195305E+00 -0.380586E+01 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.400004E+01 ------------------------------------------------------------------------------------------------------------------------------------ TAU= 0.314063E+01 NORM= 0.424076E+01 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.574822E+01 NODE 2 T= 0.500000E-01 X= 0.283084E+00 0.556657E+01 NODE 3 T= 0.100000E+00 X= 0.555688E+00 0.532674E+01 NODE 4 T= 0.150000E+00 X= 0.814542E+00 0.501391E+01 NODE 5 T= 0.200000E+00 X= 0.105560E+01 0.461225E+01 NODE 6 T= 0.250000E+00 X= 0.127404E+01 0.410685E+01 NODE 7 T= 0.300000E+00 X= 0.146437E+01 0.348683E+01 NODE 8 T= 0.350000E+00 X= 0.162076E+01 0.274945E+01 NODE 9 T= 0.400000E+00 X= 0.173751E+01 0.190417E+01 NODE 10 T= 0.450000E+00 X= 0.180977E+01 0.975107E+00 NODE 11 T= 0.500000E+00 X= 0.183425E+01 -0.170134E-07 NODE 12 T= 0.550000E+00 X= 0.180977E+01 -0.975107E+00 NODE 13 T= 0.600000E+00 X= 0.173751E+01 -0.190417E+01 NODE 14 T= 0.650000E+00 X= 0.162076E+01 -0.274945E+01 NODE 15 T= 0.700000E+00 X= 0.146437E+01 -0.348683E+01 NODE 16 T= 0.750000E+00 X= 0.127404E+01 -0.410685E+01 NODE 17 T= 0.800000E+00 X= 0.105560E+01 -0.461225E+01 NODE 18 T= 0.850000E+00 X= 0.814542E+00 -0.501391E+01 NODE 19 T= 0.900000E+00 X= 0.555688E+00 -0.532674E+01 NODE 20 T= 0.950000E+00 X= 0.283084E+00 -0.556657E+01 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.574822E+01 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 9 SCALED STEPLENGTH 0.1554E+01 CURRENT CONTINUATION PARAMETER 1 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.3789E-02 0.1875E-05 0 1 0.10E+01 0.22E+01 2 1 2 0.1835E-05 0.1112E-08 1 1 0.10E+01 0.23E+01 2 1 3 0.1166E-08 0.4395E-11 2 1 0.10E+01 0.22E+01 2 1 GAUSS-NEWTON METHOD REQUIRED 3 ITERATIONS DET WRT ACTUAL CON PARM -0.1786285E+01 -0.2605355E+01 DET WRT REAL CON PARM -0.7590176E+00 -0.1816312E+01 TAU= 0.119881E+01 NORM= 0.853064E+01 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.102319E+02 NODE 2 T= 0.500000E-01 X= 0.509804E+00 0.101537E+02 NODE 3 T= 0.100000E+00 X= 0.101451E+01 0.100238E+02 NODE 4 T= 0.150000E+00 X= 0.151079E+01 0.980955E+01 NODE 5 T= 0.200000E+00 X= 0.199323E+01 0.946005E+01 NODE 6 T= 0.250000E+00 X= 0.245330E+01 0.890016E+01 NODE 7 T= 0.300000E+00 X= 0.287806E+01 0.802871E+01 NODE 8 T= 0.350000E+00 X= 0.324906E+01 0.673141E+01 NODE 9 T= 0.400000E+00 X= 0.354262E+01 0.492279E+01 NODE 10 T= 0.450000E+00 X= 0.373299E+01 0.261905E+01 NODE 11 T= 0.500000E+00 X= 0.379919E+01 -0.241905E-05 NODE 12 T= 0.550000E+00 X= 0.373299E+01 -0.261906E+01 NODE 13 T= 0.600000E+00 X= 0.354262E+01 -0.492279E+01 NODE 14 T= 0.650000E+00 X= 0.324906E+01 -0.673141E+01 NODE 15 T= 0.700000E+00 X= 0.287806E+01 -0.802871E+01 NODE 16 T= 0.750000E+00 X= 0.245330E+01 -0.890016E+01 NODE 17 T= 0.800000E+00 X= 0.199323E+01 -0.946005E+01 NODE 18 T= 0.850000E+00 X= 0.151079E+01 -0.980954E+01 NODE 19 T= 0.900000E+00 X= 0.101451E+01 -0.100238E+02 NODE 20 T= 0.950000E+00 X= 0.509804E+00 -0.101537E+02 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.102319E+02 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 10 SCALED STEPLENGTH 0.7114E+00 CURRENT CONTINUATION PARAMETER 1 TERMINATION SINCE RESTRICTED MONOTONICITY TEST WAS VIOLATED GAUSS-NEWTON METHOD FAILED .................................................................................................................................... SCALED STEPLENGTH 0.2345E+00 CURRENT CONTINUATION PARAMETER 1 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.2343E-02 0.1897E-04 0 1 0.10E+01 0.13E+01 1 2 2 0.2195E-04 0.1652E-05 1 1 0.10E+01 0.13E+01 1 2 3 0.1112E-05 0.9501E-07 2 1 0.10E+01 0.19E+01 1 2 4 0.7262E-07 0.3548E-09 3 1 0.10E+01 0.21E+01 1 2 5 0.2890E-09 0.2443E-12 4 1 0.10E+01 0.23E+01 1 2 GAUSS-NEWTON METHOD REQUIRED 5 ITERATIONS DET WRT ACTUAL CON PARM -0.2605355E+01 -0.2272063E+01 DET WRT REAL CON PARM -0.1816312E+01 -0.2126742E+01 TAU= 0.684997E+00 NORM= 0.104009E+02 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.120529E+02 NODE 2 T= 0.500000E-01 X= 0.601587E+00 0.120059E+02 NODE 3 T= 0.100000E+00 X= 0.119996E+01 0.119203E+02 NODE 4 T= 0.150000E+00 X= 0.179247E+01 0.117651E+02 NODE 5 T= 0.200000E+00 X= 0.237441E+01 0.114857E+02 NODE 6 T= 0.250000E+00 X= 0.293748E+01 0.109906E+02 NODE 7 T= 0.300000E+00 X= 0.346750E+01 0.101353E+02 NODE 8 T= 0.350000E+00 X= 0.394172E+01 0.872226E+01 NODE 9 T= 0.400000E+00 X= 0.432701E+01 0.655053E+01 NODE 10 T= 0.450000E+00 X= 0.458291E+01 0.355802E+01 NODE 11 T= 0.500000E+00 X= 0.467319E+01 0.417174E-06 NODE 12 T= 0.550000E+00 X= 0.458291E+01 -0.355802E+01 NODE 13 T= 0.600000E+00 X= 0.432701E+01 -0.655053E+01 NODE 14 T= 0.650000E+00 X= 0.394172E+01 -0.872226E+01 NODE 15 T= 0.700000E+00 X= 0.346750E+01 -0.101353E+02 NODE 16 T= 0.750000E+00 X= 0.293748E+01 -0.109906E+02 NODE 17 T= 0.800000E+00 X= 0.237441E+01 -0.114857E+02 NODE 18 T= 0.850000E+00 X= 0.179247E+01 -0.117651E+02 NODE 19 T= 0.900000E+00 X= 0.119996E+01 -0.119203E+02 NODE 20 T= 0.950000E+00 X= 0.601587E+00 -0.120059E+02 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.120529E+02 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 11 SCALED STEPLENGTH 0.3237E+00 CURRENT CONTINUATION PARAMETER 1 TERMINATION AT SINGULAR TRAJECTORY TERMINATION SINCE DISCRETIZATION OF BOUNDARY VALUE PROBLEM FAILED GAUSS-NEWTON METHOD FAILED .................................................................................................................................... SCALED STEPLENGTH 0.2266E+00 CURRENT CONTINUATION PARAMETER 1 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.2402E-03 0.2823E-06 0 1 0.10E+01 0.66E+01 2 1 2 0.2751E-06 0.3293E-09 1 1 0.10E+01 0.67E+01 2 1 3 0.3291E-09 0.3854E-11 2 1 0.10E+01 0.62E+01 2 1 GAUSS-NEWTON METHOD REQUIRED 3 ITERATIONS DET WRT ACTUAL CON PARM -0.2272063E+01 -0.4293785E+01 DET WRT REAL CON PARM -0.2126742E+01 -0.2361697E+01 TAU= 0.296273E+00 NORM= 0.129510E+02 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.144976E+02 NODE 2 T= 0.500000E-01 X= 0.724399E+00 0.144758E+02 NODE 3 T= 0.100000E+00 X= 0.144720E+01 0.144310E+02 NODE 4 T= 0.150000E+00 X= 0.216672E+01 0.143387E+02 NODE 5 T= 0.200000E+00 X= 0.287949E+01 0.141500E+02 NODE 6 T= 0.250000E+00 X= 0.357854E+01 0.137676E+02 NODE 7 T= 0.300000E+00 X= 0.425005E+01 0.130088E+02 NODE 8 T= 0.350000E+00 X= 0.486804E+01 0.115630E+02 NODE 9 T= 0.400000E+00 X= 0.538784E+01 0.900913E+01 NODE 10 T= 0.450000E+00 X= 0.574517E+01 0.504948E+01 NODE 11 T= 0.500000E+00 X= 0.587410E+01 -0.109777E-04 NODE 12 T= 0.550000E+00 X= 0.574516E+01 -0.504950E+01 NODE 13 T= 0.600000E+00 X= 0.538784E+01 -0.900914E+01 NODE 14 T= 0.650000E+00 X= 0.486804E+01 -0.115630E+02 NODE 15 T= 0.700000E+00 X= 0.425005E+01 -0.130088E+02 NODE 16 T= 0.750000E+00 X= 0.357853E+01 -0.137676E+02 NODE 17 T= 0.800000E+00 X= 0.287949E+01 -0.141500E+02 NODE 18 T= 0.850000E+00 X= 0.216672E+01 -0.143387E+02 NODE 19 T= 0.900000E+00 X= 0.144720E+01 -0.144310E+02 NODE 20 T= 0.950000E+00 X= 0.724399E+00 -0.144758E+02 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.144976E+02 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 12 SCALED STEPLENGTH 0.1885E+00 CURRENT CONTINUATION PARAMETER 1 TERMINATION SINCE RESTRICTED MONOTONICITY TEST WAS VIOLATED GAUSS-NEWTON METHOD FAILED .................................................................................................................................... SCALED STEPLENGTH 0.6294E-01 CURRENT CONTINUATION PARAMETER 1 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.2796E-05 0.6856E-10 0 1 0.10E+01 0.45E+01 2 1 2 0.6843E-10 0.1069E-12 1 1 0.10E+01 0.45E+01 2 1 GAUSS-NEWTON METHOD REQUIRED 2 ITERATIONS DET WRT ACTUAL CON PARM -0.4293785E+01 -0.4848146E+01 DET WRT REAL CON PARM -0.2361697E+01 -0.2466969E+01 TAU= 0.212320E+00 NORM= 0.139127E+02 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.154150E+02 NODE 2 T= 0.500000E-01 X= 0.770401E+00 0.153990E+02 NODE 3 T= 0.100000E+00 X= 0.153960E+01 0.153645E+02 NODE 4 T= 0.150000E+00 X= 0.230619E+01 0.152900E+02 NODE 5 T= 0.200000E+00 X= 0.306720E+01 0.151303E+02 NODE 6 T= 0.250000E+00 X= 0.381627E+01 0.147903E+02 NODE 7 T= 0.300000E+00 X= 0.454016E+01 0.140803E+02 NODE 8 T= 0.350000E+00 X= 0.521246E+01 0.126533E+02 NODE 9 T= 0.400000E+00 X= 0.578494E+01 0.999421E+01 NODE 10 T= 0.450000E+00 X= 0.618375E+01 0.567260E+01 NODE 11 T= 0.500000E+00 X= 0.632898E+01 -0.200121E-06 NODE 12 T= 0.550000E+00 X= 0.618375E+01 -0.567260E+01 NODE 13 T= 0.600000E+00 X= 0.578494E+01 -0.999421E+01 NODE 14 T= 0.650000E+00 X= 0.521246E+01 -0.126533E+02 NODE 15 T= 0.700000E+00 X= 0.454016E+01 -0.140803E+02 NODE 16 T= 0.750000E+00 X= 0.381627E+01 -0.147903E+02 NODE 17 T= 0.800000E+00 X= 0.306720E+01 -0.151303E+02 NODE 18 T= 0.850000E+00 X= 0.230619E+01 -0.152900E+02 NODE 19 T= 0.900000E+00 X= 0.153960E+01 -0.153645E+02 NODE 20 T= 0.950000E+00 X= 0.770401E+00 -0.153990E+02 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.154150E+02 ************************************************************************************************************************************ ************************************************************************************************************************************ STEP 13 SCALED STEPLENGTH 0.1312E+00 CURRENT CONTINUATION PARAMETER 1 ITER LEVELX LEVELXQ NEW RANK COND SENS PIVOTS 1 0.1423E-01 0.8999E-02 0 1 0.10E+01 0.37E+01 1 2 0.3008E-02 0.2823E-03 1 1 0.10E+01 0.54E+01 1 3 0.1639E-03 0.4499E-05 2 1 0.10E+01 0.58E+01 1 4 0.6437E-05 0.2952E-07 3 1 0.10E+01 0.56E+01 1 5 0.2630E-07 0.5718E-09 4 1 0.10E+01 0.57E+01 1 6 0.6775E-09 0.1047E-09 5 1 0.10E+01 0.52E+01 1 7 0.2677E-09 0.6836E-13 6 1 0.10E+01 0.30E+01 1 GAUSS-NEWTON METHOD REQUIRED 7 ITERATIONS DET WRT ACTUAL CON PARM -0.4848146E+01 -0.1596252E+02 DET WRT REAL CON PARM -0.2466969E+01 -0.2640957E+01 TAU= 0.600000E-01 NORM= 0.173930E+02 NODE 1 T= 0.000000E+00 X= 0.000000E+00 0.187310E+02 NODE 2 T= 0.500000E-01 X= 0.936443E+00 0.187260E+02 NODE 3 T= 0.100000E+00 X= 0.187248E+01 0.187133E+02 NODE 4 T= 0.150000E+00 X= 0.280746E+01 0.186810E+02 NODE 5 T= 0.200000E+00 X= 0.373977E+01 0.185989E+02 NODE 6 T= 0.250000E+00 X= 0.466531E+01 0.183909E+02 NODE 7 T= 0.300000E+00 X= 0.557379E+01 0.178706E+02 NODE 8 T= 0.350000E+00 X= 0.644022E+01 0.166067E+02 NODE 9 T= 0.400000E+00 X= 0.720807E+01 0.137454E+02 NODE 10 T= 0.450000E+00 X= 0.776919E+01 0.818437E+01 NODE 11 T= 0.500000E+00 X= 0.798096E+01 -0.233267E-05 NODE 12 T= 0.550000E+00 X= 0.776919E+01 -0.818437E+01 NODE 13 T= 0.600000E+00 X= 0.720807E+01 -0.137454E+02 NODE 14 T= 0.650000E+00 X= 0.644022E+01 -0.166067E+02 NODE 15 T= 0.700000E+00 X= 0.557379E+01 -0.178706E+02 NODE 16 T= 0.750000E+00 X= 0.466531E+01 -0.183909E+02 NODE 17 T= 0.800000E+00 X= 0.373977E+01 -0.185989E+02 NODE 18 T= 0.850000E+00 X= 0.280746E+01 -0.186810E+02 NODE 19 T= 0.900000E+00 X= 0.187248E+01 -0.187133E+02 NODE 20 T= 0.950000E+00 X= 0.936443E+00 -0.187260E+02 NODE 21 T= 0.100000E+01 X= 0.000000E+00 -0.187310E+02 ************************************************************************************************************************************ MULCON REQUIRED 28298 FUNCTION EVALUATIONS AND 116 TRAJECTORY EVALUATIONS 0 TIME USED: 0.000 SEC