Reentry Forward Direction With Hamiltonian At T = 0 BVPSOL with DIFEX1 1 B V P S O L ***** V e r s i o n 1 . 2 *** Newton-Method for the solution of boundary value problems 0Minimal required work-space : 0Real array RW( 1636) 0Integer array IW( 2870) 0Initial data 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.6000000000E-01 -0.6000000000E-01 -0.2000000000E+00 0.2300000000E+03 0.97000E-01 0.3607000000E+00 -0.1221730476E+00 0.1401913876E-01 -0.5000000000E-01 -0.5500000000E-01 -0.1300000000E-01 0.2300000000E+03 0.26000E+00 0.3300000000E+00 -0.2129301687E-01 0.8277511962E-02 -0.1070000000E+00 -0.4000000000E-01 0.0000000000E+00 0.2300000000E+03 0.49600E+00 0.2880000000E+00 0.2408554368E-01 0.1057416268E-01 -0.2280000000E+00 0.1260000000E+00 -0.3460000000E+01 0.2300000000E+03 0.76200E+00 0.2750000000E+00 0.7068583470E-02 0.1172248804E-01 -0.3900000000E+00 0.3150000000E+00 0.6570000000E+01 0.2300000000E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.6000000000E+00 0.4750000000E+00 -0.3510000000E+02 0.2300000000E+03 0N = 7 M = 6 0Prescribed relative precision 0.10E-05 0Maximum permitted number of iteration steps 30 1 0Iterative refinement 0Norm of residual 0.601E-13 0 ****************************************************************** 0 It Levelf Levelx New 0 0 0.315E+02 0.149E+04 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.980E-13 0Norms of wronskians 0.223E+01 0.122E+02 0.106E+01 0.149E+01 0.264E+01 0Suggested integrator accuracy 0.8E-07 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 1 0.309E+02 0.147E+04 0.010 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.5821027880E-01 -0.6157134257E-01 -0.2049420517E+00 0.2302054447E+03 0.97000E-01 0.3606977325E+00 -0.1221574770E+00 0.1401547583E-01 -0.4811462258E-01 -0.5636085519E-01 -0.1814008655E-01 0.2302054447E+03 0.26000E+00 0.3293934401E+00 -0.2070066518E-01 0.8285573882E-02 -0.1046703560E+00 -0.3973752930E-01 -0.1004559581E+00 0.2302054447E+03 0.49600E+00 0.2880104098E+00 0.2407650227E-01 0.1057724995E-01 -0.2252833033E+00 0.1267945544E+00 -0.3406061872E+01 0.2302054447E+03 0.76200E+00 0.2749898031E+00 0.7041806832E-02 0.1172413871E-01 -0.3871922782E+00 0.3138629839E+00 0.6500106737E+01 0.2302054447E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.5963339377E+00 0.4720447143E+00 -0.3474311794E+02 0.2302054447E+03 0Iterative refinement 0Norm of residual 0.879E-13 0 ****************************************************************** 0 It Levelf Levelx New 0 1 0.316E+02 0.168E+04 1 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.104E-12 0Norms of wronskians 0.207E+01 0.144E+02 0.106E+01 0.152E+01 0.268E+01 0Suggested integrator accuracy 0.7E-07 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 2 0.265E+02 0.142E+04 0.077 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.4707019668E-01 -0.7616829432E-01 -0.2519327678E+00 0.2317729099E+03 0.97000E-01 0.3606803558E+00 -0.1220393332E+00 0.1398751627E-01 -0.3599107202E-01 -0.6900405666E-01 -0.6695825997E-01 0.2317729099E+03 0.26000E+00 0.3248661892E+00 -0.1628241356E-01 0.8344501528E-02 -0.8908208798E-01 -0.3863378307E-01 -0.9110682435E+00 0.2317729099E+03 0.49600E+00 0.2880731782E+00 0.2411153102E-01 0.1059362630E-01 -0.2074359519E+00 0.1333536064E+00 -0.2996821673E+01 0.2317729099E+03 0.76200E+00 0.2748907814E+00 0.6866009836E-02 0.1173412826E-01 -0.3690521674E+00 0.3051166042E+00 0.5981542865E+01 0.2317729099E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.5714473027E+00 0.4479421476E+00 -0.3200347472E+02 0.2317729099E+03 0Iterative refinement 0Norm of residual 0.753E-13 0 ****************************************************************** 0 It Levelf Levelx New 0 2 0.285E+02 0.297E+03 2 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.499E-13 0Norms of wronskians 0.221E+01 0.344E+01 0.115E+01 0.205E+01 0.218E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 3 0.160E+02 0.185E+03 0.205 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.1581308151E-01 -0.1029824721E+00 -0.3360481407E+00 0.2385380277E+03 0.97000E-01 0.3606509683E+00 -0.1215226039E+00 0.1385897771E-01 -0.3181672864E-02 -0.9217342130E-01 -0.1495925639E+00 0.2385380277E+03 0.26000E+00 0.3113792748E+00 -0.2872019626E-03 0.8452319161E-02 -0.5080260221E-01 -0.3322283327E-01 -0.2770974302E+01 0.2385380277E+03 0.49600E+00 0.2879187314E+00 0.2266678975E-01 0.1070650440E-01 -0.1622133518E+00 0.1476834447E+00 -0.1979665774E+01 0.2385380277E+03 0.76200E+00 0.2746827799E+00 0.5908493634E-02 0.1177634557E-01 -0.3244362279E+00 0.2807545389E+00 0.4798668736E+01 0.2385380277E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.5062613974E+00 0.3714637545E+00 -0.2514227893E+02 0.2385380277E+03 0Iterative refinement 0Norm of residual 0.505E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 3 0.301E+02 0.129E+04 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.137E-12 0Norms of wronskians 0.307E+01 0.201E+01 0.134E+01 0.260E+01 0.281E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 4 0.131E+02 0.293E+02 0.274 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.8888948086E-02 -0.8656846367E-01 -0.2780272908E+00 0.2618201734E+03 0.97000E-01 0.3606493682E+00 -0.1196150890E+00 0.1339511226E-01 0.1184979852E-02 -0.7738569995E-01 -0.5137271965E-01 0.2618201734E+03 0.26000E+00 0.2908216364E+00 0.4136837564E-01 0.8551739670E-02 -0.5867699376E-01 -0.1935624012E-01 -0.2764417066E+01 0.2618201734E+03 0.49600E+00 0.2844658494E+00 0.1178748345E-01 0.1127328241E-01 -0.1407732447E+00 0.1384272588E+00 -0.1605362099E+01 0.2618201734E+03 0.76200E+00 0.2743210660E+00 0.2188204535E-02 0.1192833661E-01 -0.3081867132E+00 0.2429953719E+00 0.3883536966E+01 0.2618201734E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.4545882146E+00 0.2198632140E+00 -0.1728577454E+02 0.2618201734E+03 0Iterative refinement 0Norm of residual 0.835E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 4 0.295E+02 0.240E+03 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.395E-12 0Norms of wronskians 0.265E+01 0.108E+01 0.338E+01 0.382E+01 0.283E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 5 0.225E+02 0.189E+03 0.126 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.1684367142E-01 -0.1021368916E+00 -0.3317785069E+00 0.2612709211E+03 0.97000E-01 0.3606652228E+00 -0.1196976555E+00 0.1340998603E-01 -0.5504363858E-02 -0.9062117187E-01 -0.1105855144E+00 0.2612709211E+03 0.26000E+00 0.2921795736E+00 0.4059138539E-01 0.8569818786E-02 -0.6396247959E-01 -0.2227276565E-01 -0.3020273253E+01 0.2612709211E+03 0.49600E+00 0.2838891800E+00 0.1159937625E-01 0.1129242556E-01 -0.1483306510E+00 0.1381907563E+00 -0.1497810384E+01 0.2612709211E+03 0.76200E+00 0.2741300961E+00 0.2165775232E-02 0.1192972147E-01 -0.3121574274E+00 0.2308869302E+00 0.3454837425E+01 0.2612709211E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.4525984720E+00 0.1980271758E+00 -0.1481615190E+02 0.2612709211E+03 0Iterative refinement 0Norm of residual 0.158E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 5 0.275E+02 0.993E+02 1 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.100E-12 0Norms of wronskians 0.293E+01 0.111E+01 0.212E+01 0.680E+01 0.177E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 6 0.521E+01 0.419E+02 0.560 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.5215455070E-01 -0.1689191661E+00 -0.5627248554E+00 0.2569452485E+03 0.97000E-01 0.3607314424E+00 -0.1202171819E+00 0.1351164017E-01 -0.3523111582E-01 -0.1474287930E+00 -0.3684209503E+00 0.2569452485E+03 0.26000E+00 0.2988301065E+00 0.3456558342E-01 0.8602618805E-02 -0.8711296543E-01 -0.3587248209E-01 -0.4149840956E+01 0.2569452485E+03 0.49600E+00 0.2819099235E+00 0.1195133408E-01 0.1129322119E-01 -0.1838975432E+00 0.1371570740E+00 -0.1091100567E+01 0.2569452485E+03 0.76200E+00 0.2734052620E+00 0.2440815726E-02 0.1191394514E-01 -0.3331012099E+00 0.1843633141E+00 0.1756075978E+01 0.2569452485E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.4521144032E+00 0.1195215238E+00 -0.5277664954E+01 0.2569452485E+03 0Iterative refinement 0Norm of residual 0.137E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 6 0.177E+02 0.244E+02 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.226E-12 0Norms of wronskians 0.279E+01 0.660E+01 0.189E+01 0.311E+01 0.217E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 7 0.131E+02 0.146E+02 0.681 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.9300909707E-01 -0.2333040206E+00 -0.7872588118E+00 0.2251328645E+03 0.97000E-01 0.3608007484E+00 -0.1231276875E+00 0.1415909266E-01 -0.7130603498E-01 -0.2043826036E+00 -0.6570395307E+00 0.2251328645E+03 0.26000E+00 0.3147779524E+00 -0.6353434921E-02 0.8234697866E-02 -0.1012303012E+00 -0.9377578614E-01 -0.5926844243E+01 0.2251328645E+03 0.49600E+00 0.2829696305E+00 0.1943641613E-01 0.1078016691E-01 -0.2113118795E+00 0.1220234586E+00 -0.1125991268E+01 0.2251328645E+03 0.76200E+00 0.2736524119E+00 0.5727599326E-02 0.1173752230E-01 -0.3373174122E+00 0.1660050874E+00 0.3995244639E+00 0.2251328645E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.4562279690E+00 0.1527268701E+00 -0.1113390297E+01 0.2251328645E+03 0Iterative refinement 0Norm of residual 0.934E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 7 0.160E+02 0.776E+03 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.875E-12 0Norms of wronskians 0.214E+01 0.973E+01 0.120E+01 0.498E+01 0.156E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 8 0.178E+02 0.605E+03 0.075 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.7603119071E-01 -0.2202967816E+00 -0.7401456611E+00 0.2138465326E+03 0.97000E-01 0.3607842484E+00 -0.1240861504E+00 0.1439196537E-01 -0.5643903442E-01 -0.1943769413E+00 -0.6224409370E+00 0.2138465326E+03 0.26000E+00 0.3228387717E+00 -0.2689145908E-01 0.8336810208E-02 -0.7749238444E-01 -0.1096256843E+00 -0.5134181696E+01 0.2138465326E+03 0.49600E+00 0.2835456672E+00 0.2115582298E-01 0.1070752132E-01 -0.1776395829E+00 0.1072779862E+00 -0.1236592600E+01 0.2138465326E+03 0.76200E+00 0.2739039850E+00 0.6602185526E-02 0.1171424609E-01 -0.2909745322E+00 0.1615858456E+00 0.1283589939E+00 0.2138465326E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.4070540678E+00 0.1760599696E+00 -0.1468445241E+01 0.2138465326E+03 0Iterative refinement 0Norm of residual 0.147E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 8 0.155E+02 0.965E+02 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.990E-13 0Norms of wronskians 0.213E+01 0.122E+02 0.231E+01 0.112E+02 0.150E+01 0Suggested integrator accuracy 0.8E-07 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 9 0.132E+02 0.632E+02 0.246 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.7223201377E-01 -0.2230986432E+00 -0.7488706417E+00 0.2015017992E+03 0.97000E-01 0.3607530088E+00 -0.1251175146E+00 0.1465048495E-01 -0.5352249197E-01 -0.1984013758E+00 -0.6440900728E+00 0.2015017992E+03 0.26000E+00 0.3334177080E+00 -0.5024833364E-01 0.8601212037E-02 -0.6442630823E-01 -0.1338580829E+00 -0.4094303797E+01 0.2015017992E+03 0.49600E+00 0.2849704956E+00 0.2378307842E-01 0.1059738723E-01 -0.1560417049E+00 0.9817658167E-01 -0.1531819371E+01 0.2015017992E+03 0.76200E+00 0.2746437838E+00 0.7973814572E-02 0.1167984944E-01 -0.2634080166E+00 0.1807498551E+00 -0.5933354417E+00 0.2015017992E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.3905218196E+00 0.2496840503E+00 -0.2170019392E+01 0.2015017992E+03 0Iterative refinement 0Norm of residual 0.287E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 9 0.103E+02 0.963E+02 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.276E-12 0Norms of wronskians 0.220E+01 0.163E+01 0.383E+01 0.798E+01 0.226E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 10 0.894E+01 0.834E+02 0.084 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.7958614946E-01 -0.2331531851E+00 -0.7842149104E+00 0.1998551488E+03 0.97000E-01 0.3607470036E+00 -0.1252523368E+00 0.1468568159E-01 -0.6021703705E-01 -0.2075481960E+00 -0.6812757004E+00 0.1998551488E+03 0.26000E+00 0.3350641092E+00 -0.5321848791E-01 0.8664567033E-02 -0.6913534896E-01 -0.1424432823E+00 -0.4033625285E+01 0.1998551488E+03 0.49600E+00 0.2856107502E+00 0.2448856420E-01 0.1056859452E-01 -0.1611854922E+00 0.1020133551E+00 -0.1726120060E+01 0.1998551488E+03 0.76200E+00 0.2749663888E+00 0.8282291727E-02 0.1167330021E-01 -0.2725010950E+00 0.2039131005E+00 -0.1030801624E+01 0.1998551488E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.4132385332E+00 0.3062222434E+00 -0.2815909421E+01 0.1998551488E+03 0Iterative refinement 0Norm of residual 0.895E-13 0 ****************************************************************** 0 It Levelf Levelx New 0 10 0.812E+01 0.593E+02 1 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.104E-12 0Norms of wronskians 0.218E+01 0.172E+01 0.336E+01 0.595E+01 0.220E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 11 0.725E+01 0.462E+02 0.242 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.1032231818E+00 -0.2644981976E+00 -0.8945382287E+00 0.1962029777E+03 0.97000E-01 0.3607325432E+00 -0.1255500503E+00 0.1476414894E-01 -0.8167654538E-01 -0.2359007966E+00 -0.7958990072E+00 0.1962029777E+03 0.26000E+00 0.3389272512E+00 -0.5993043512E-01 0.8818263221E-02 -0.8539178758E-01 -0.1671210785E+00 -0.3985903516E+01 0.1962029777E+03 0.49600E+00 0.2874356572E+00 0.2633156185E-01 0.1049532669E-01 -0.1797000766E+00 0.1159482936E+00 -0.2336972897E+01 0.1962029777E+03 0.76200E+00 0.2758606300E+00 0.9030895138E-02 0.1165847719E-01 -0.3047784639E+00 0.2796449827E+00 -0.2413117149E+01 0.1962029777E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.4903345344E+00 0.4891789172E+00 -0.4961880719E+01 0.1962029777E+03 0Iterative refinement 0Norm of residual 0.952E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 11 0.714E+01 0.945E+02 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.991E-12 0Norms of wronskians 0.213E+01 0.188E+01 0.196E+01 0.385E+01 0.215E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 12 0.639E+01 0.808E+02 0.071 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.1200425409E+00 -0.2848551010E+00 -0.9664750456E+00 0.1964543609E+03 0.97000E-01 0.3607321147E+00 -0.1255278577E+00 0.1475935457E-01 -0.9682933130E-01 -0.2539835936E+00 -0.8683894011E+00 0.1964543609E+03 0.26000E+00 0.3392192151E+00 -0.5993306378E-01 0.8825215012E-02 -0.9892937158E-01 -0.1792091722E+00 -0.4226486870E+01 0.1964543609E+03 0.49600E+00 0.2879234498E+00 0.2661956375E-01 0.1048539027E-01 -0.1959078214E+00 0.1273821515E+00 -0.2689149427E+01 0.1964543609E+03 0.76200E+00 0.2760648088E+00 0.9078342575E-02 0.1165842116E-01 -0.3311379076E+00 0.3287098754E+00 -0.3222344693E+01 0.1964543609E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.5462716050E+00 0.6051526153E+00 -0.6418923500E+01 0.1964543609E+03 0Iterative refinement 0Norm of residual 0.108E-11 0 ****************************************************************** 0 It Levelf Levelx New 0 12 0.587E+01 0.470E+02 1 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.645E-12 0Norms of wronskians 0.211E+01 0.195E+01 0.197E+01 0.280E+01 0.213E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 13 0.386E+01 0.154E+02 0.411 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.2098151058E+00 -0.3898527076E+00 -0.1338049812E+01 0.2009716891E+03 0.97000E-01 0.3607356630E+00 -0.1251450665E+00 0.1466725209E-01 -0.1777261190E+00 -0.3468285259E+00 -0.1239346372E+01 0.2009716891E+03 0.26000E+00 0.3386121221E+00 -0.5564415478E-01 0.8778459140E-02 -0.1734010075E+00 -0.2375891070E+00 -0.5724857583E+01 0.2009716891E+03 0.49600E+00 0.2897909792E+00 0.2736124714E-01 0.1045916236E-01 -0.2870575885E+00 0.1885453757E+00 -0.4337849899E+01 0.2009716891E+03 0.76200E+00 0.2768404610E+00 0.9003463305E-02 0.1166372707E-01 -0.4764690345E+00 0.5712610330E+00 -0.7096901592E+01 0.2009716891E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.8399826652E+00 0.1170992983E+01 -0.1338915605E+02 0.2009716891E+03 0Iterative refinement 0Norm of residual 0.725E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 13 0.315E+01 0.599E+01 2 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.679E-12 0Norms of wronskians 0.206E+01 0.190E+01 0.326E+01 0.250E+01 0.208E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 13 0.180E+01 0.172E+02 1.000 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.447E-12 0Norms of wronskians 0.206E+01 0.206E+01 0.197E+01 0.185E+01 0.380E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 14 0.150E+01 0.180E+01 0.295 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.2577737430E+00 -0.4399857097E+00 -0.1516379892E+01 0.2067991137E+03 0.97000E-01 0.3607444070E+00 -0.1246570172E+00 0.1454632838E-01 -0.2209332450E+00 -0.3903984152E+00 -0.1414044036E+01 0.2067991137E+03 0.26000E+00 0.3356736154E+00 -0.4838481309E-01 0.8657930053E-02 -0.2162336180E+00 -0.2579145291E+00 -0.6850594065E+01 0.2067991137E+03 0.49600E+00 0.2893468246E+00 0.2643051816E-01 0.1048809851E-01 -0.3407337543E+00 0.2178060896E+00 -0.4723094036E+01 0.2067991137E+03 0.76200E+00 0.2767108342E+00 0.8562474208E-02 0.1167268961E-01 -0.5559815895E+00 0.6550882998E+00 -0.8163892111E+01 0.2067991137E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.9762676907E+00 0.1355594469E+01 -0.1538953250E+02 0.2067991137E+03 0Iterative refinement 0Norm of residual 0.103E-11 0 ****************************************************************** 0 It Levelf Levelx New 0 14 0.137E+01 0.179E+01 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.255E-12 0Norms of wronskians 0.204E+01 0.209E+01 0.390E+01 0.209E+01 0.329E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 15 0.256E+00 0.143E+00 0.825 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.3494345732E+00 -0.5284410547E+00 -0.1832279699E+01 0.2182813963E+03 0.97000E-01 0.3607560674E+00 -0.1236874870E+00 0.1431001726E-01 -0.3028978594E+00 -0.4652737224E+00 -0.1725018209E+01 0.2182813963E+03 0.26000E+00 0.3288538678E+00 -0.3143938973E-01 0.8508054454E-02 -0.3030483923E+00 -0.2688132917E+00 -0.9545721770E+01 0.2182813963E+03 0.49600E+00 0.2872661468E+00 0.2351343619E-01 0.1059286379E-01 -0.4498308783E+00 0.2453604771E+00 -0.4120972236E+01 0.2182813963E+03 0.76200E+00 0.2761474179E+00 0.7594103226E-02 0.1169941141E-01 -0.6971135050E+00 0.6321902026E+00 -0.6619739170E+01 0.2182813963E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.1133244693E+01 0.1242469797E+01 -0.1241095517E+02 0.2182813963E+03 0Iterative refinement 0Norm of residual 0.542E-13 0 ****************************************************************** 0 It Levelf Levelx New 0 15 0.276E+00 0.191E+00 1 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.235E-13 0Norms of wronskians 0.204E+01 0.220E+01 0.427E+01 0.183E+01 0.237E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 16 0.137E+00 0.311E-01 1.000 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.3856084442E+00 -0.5639392635E+00 -0.1958957801E+01 0.2225887843E+03 0.97000E-01 0.3607591240E+00 -0.1233194272E+00 0.1422219706E-01 -0.3347360965E+00 -0.4946492860E+00 -0.1851846479E+01 0.2225887843E+03 0.26000E+00 0.3259953434E+00 -0.2379016982E-01 0.8497720248E-02 -0.3391156197E+00 -0.2626216466E+00 -0.1064581937E+02 0.2225887843E+03 0.49600E+00 0.2865094852E+00 0.2226043274E-01 0.1064506515E-01 -0.4930579333E+00 0.2540903266E+00 -0.3874030081E+01 0.2225887843E+03 0.76200E+00 0.2759118218E+00 0.7256161997E-02 0.1171046989E-01 -0.7486439574E+00 0.6103083454E+00 -0.5901720415E+01 0.2225887843E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.1176089468E+01 0.1155720349E+01 -0.1082512250E+02 0.2225887843E+03 0Iterative refinement 0Norm of residual 0.150E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 16 0.160E+00 0.432E+00 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.110E-12 0Norms of wronskians 0.204E+01 0.196E+01 0.192E+01 0.187E+01 0.205E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 17 0.903E-01 0.252E+00 0.259 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.4066435093E+00 -0.5849184219E+00 -0.2033769099E+01 0.2230708238E+03 0.97000E-01 0.3607601614E+00 -0.1232784171E+00 0.1421238059E-01 -0.3536648040E+00 -0.5127127417E+00 -0.1928265721E+01 0.2230708238E+03 0.26000E+00 0.3258765564E+00 -0.2304656243E-01 0.8496212043E-02 -0.3578886851E+00 -0.2688390814E+00 -0.1101042689E+02 0.2230708238E+03 0.49600E+00 0.2864857087E+00 0.2218893667E-01 0.1064608142E-01 -0.5144325391E+00 0.2608728117E+00 -0.4011052999E+01 0.2230708238E+03 0.76200E+00 0.2759082661E+00 0.7245737967E-02 0.1171051366E-01 -0.7768903276E+00 0.6297206100E+00 -0.6121809866E+01 0.2230708238E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.1218037379E+01 0.1195626583E+01 -0.1124120382E+02 0.2230708238E+03 0Iterative refinement 0Norm of residual 0.254E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 17 0.897E-01 0.279E+00 1 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.770E-13 0Norms of wronskians 0.204E+01 0.195E+01 0.184E+01 0.186E+01 0.191E+01 0Suggested integrator accuracy 0.1E-06 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 18 0.217E-02 0.211E-01 1.000 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.4744089416E+00 -0.6528540875E+00 -0.2275963904E+01 0.2244971280E+03 0.97000E-01 0.3607633252E+00 -0.1231571680E+00 0.1418332830E-01 -0.4146385564E+00 -0.5712528667E+00 -0.2175789957E+01 0.2244971280E+03 0.26000E+00 0.3255495945E+00 -0.2087720786E-01 0.8491085733E-02 -0.4181280238E+00 -0.2895493089E+00 -0.1219109755E+02 0.2244971280E+03 0.49600E+00 0.2864157346E+00 0.2198003974E-01 0.1064859152E-01 -0.5830958214E+00 0.2829056709E+00 -0.4451426884E+01 0.2244971280E+03 0.76200E+00 0.2758996417E+00 0.7217638326E-02 0.1171052091E-01 -0.8677643931E+00 0.6926667838E+00 -0.6832547540E+01 0.2244971280E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.1353409571E+01 0.1325341785E+01 -0.1259342248E+02 0.2244971280E+03 0Iterative refinement 0Norm of residual 0.106E-12 0 ****************************************************************** 0 It Levelf Levelx New 0 18 0.212E-02 0.491E-01 0 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.895E-14 0Norms of wronskians 0.203E+01 0.195E+01 0.187E+01 0.187E+01 0.191E+01 0Suggested integrator accuracy 0.4E-10 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 19 0.111E-04 0.345E-03 1.000 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.5080023219E+00 -0.6875967232E+00 -0.2399634224E+01 0.2248743163E+03 0.97000E-01 0.3607643066E+00 -0.1231254673E+00 0.1417558334E-01 -0.4448223337E+00 -0.6012934444E+00 -0.2302604859E+01 0.2248743163E+03 0.26000E+00 0.3254601106E+00 -0.2038187950E-01 0.8486220922E-02 -0.4472769853E+00 -0.3014278982E+00 -0.1281432186E+02 0.2248743163E+03 0.49600E+00 0.2863649222E+00 0.2190905741E-01 0.1064889025E-01 -0.6166934391E+00 0.2939869270E+00 -0.4620760420E+01 0.2248743163E+03 0.76200E+00 0.2758903953E+00 0.7210304631E-02 0.1171030611E-01 -0.9118647132E+00 0.7196759508E+00 -0.7087020782E+01 0.2248743163E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.1416967082E+01 0.1378069035E+01 -0.1308827968E+02 0.2248743163E+03 0Iterative refinement 0Norm of residual 0.819E-14 0 ****************************************************************** 0 It Levelf Levelx New 0 19 0.108E-04 0.368E-03 1 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.878E-15 0Norms of wronskians 0.203E+01 0.195E+01 0.187E+01 0.189E+01 0.193E+01 0Suggested integrator accuracy 0.5E-10 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 20 0.721E-07 0.422E-05 1.000 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.5110751566E+00 -0.6908271918E+00 -0.2411124392E+01 0.2248984867E+03 0.97000E-01 0.3607643632E+00 -0.1231234338E+00 0.1417508692E-01 -0.4475795418E+00 -0.6040890154E+00 -0.2314404641E+01 0.2248984867E+03 0.26000E+00 0.3254529125E+00 -0.2035043109E-01 0.8485912643E-02 -0.4499217100E+00 -0.3025436621E+00 -0.1287259606E+02 0.2248984867E+03 0.49600E+00 0.2863623124E+00 0.2190476859E-01 0.1064891026E-01 -0.6197672785E+00 0.2950600025E+00 -0.4634972269E+01 0.2248984867E+03 0.76200E+00 0.2758898731E+00 0.7209796594E-02 0.1171029155E-01 -0.9158945219E+00 0.7221211848E+00 -0.7109556600E+01 0.2248984867E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.1422718120E+01 0.1382749253E+01 -0.1313169277E+02 0.2248984867E+03 0Iterative refinement 0Norm of residual 0.887E-15 0 ****************************************************************** 0 It Levelf Levelx New 0 20 0.719E-07 0.522E-05 2 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.345E-17 0Norms of wronskians 0.203E+01 0.197E+01 0.186E+01 0.185E+01 0.199E+01 0Suggested integrator accuracy 0.6E-10 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 21 0.259E-10 0.101E-09 1.000 0 ****************************************************************** 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.5114342739E+00 -0.6912069190E+00 -0.2412474635E+01 0.2249007833E+03 0.97000E-01 0.3607643697E+00 -0.1231232416E+00 0.1417503970E-01 -0.4479018740E+00 -0.6044181103E+00 -0.2315790931E+01 0.2249007833E+03 0.26000E+00 0.3254525002E+00 -0.2034762956E-01 0.8485877258E-02 -0.4502291619E+00 -0.3026803598E+00 -0.1287942923E+02 0.2249007833E+03 0.49600E+00 0.2863621888E+00 0.2190451202E-01 0.1064890248E-01 -0.6201268855E+00 0.2951911253E+00 -0.4636773625E+01 0.2249007833E+03 0.76200E+00 0.2758898757E+00 0.7209794607E-02 0.1171028849E-01 -0.9163697764E+00 0.7224319442E+00 -0.7112603380E+01 0.2249007833E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.1423410436E+01 0.1383361239E+01 -0.1313764402E+02 0.2249007833E+03 0Iterative refinement 0Norm of residual 0.231E-17 0 ****************************************************************** 0 It Levelf Levelx New 0 21 0.258E-10 0.998E-10 3 0 ****************************************************************** 0Iterative refinement 0Norm of residual 0.271E-19 0Norms of wronskians 0.202E+01 0.548E+01 0.202E+01 0.321E+01 0.220E+01 0Suggested integrator accuracy 0.9E-10 0Suggested relative deviation parameter 0.1E-03 0Adapted in the next iteration step 0 ****************************************************************** 0 It Levelf Levelx Rel.Fc. 0 22 0.212E-13 0.128E-12 1.000 0 ****************************************************************** 1 0Solution of boundary value problem obtained 0BVPSOL required 22 Iteration steps with 101 trajectory evaluations 0Achieved relative accuracy 0.181E-06 0Reliable relative accuracy 0.115E-03 0This boundary value problem can also be solved with IOPT(3)=0 set 0Condition of Jacobian 0.210E+04 0Multiple shooting condition 0.548E+01 1 0Solution data 0.00000E+00 0.3600000000E+00 -0.1413716694E+00 0.1913875598E-01 -0.5114325549E+00 -0.6912051647E+00 -0.2412468386E+01 0.2249007510E+03 0.97000E-01 0.3607643696E+00 -0.1231232443E+00 0.1417504036E-01 -0.4479003322E+00 -0.6044166012E+00 -0.2315784526E+01 0.2249007510E+03 0.26000E+00 0.3254524991E+00 -0.2034766832E-01 0.8485877694E-02 -0.4502276384E+00 -0.3026798408E+00 -0.1287939794E+02 0.2249007510E+03 0.49600E+00 0.2863621869E+00 0.2190451399E-01 0.1064890266E-01 -0.6201251286E+00 0.2951906518E+00 -0.4636767499E+01 0.2249007510E+03 0.76200E+00 0.2758898743E+00 0.7209794060E-02 0.1171028855E-01 -0.9163675626E+00 0.7224310070E+00 -0.7112597293E+01 0.2249007510E+03 0.10000E+01 0.2700000000E+00 0.0000000000E+00 0.1196172249E-01 -0.1423407518E+01 0.1383359701E+01 -0.1313763385E+02 0.2249007510E+03 0IFCN: 50703 ZEIT: 0.000