problem: Rosenbrock Function Start data: N = 2 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 -0.1200000000E+01 0.1000000000E+01 0.3478505426E+01 0.3659693369E+01 Solution data: 6 0.1000000000E+01 0.1000000000E+01 0.0000000000E+00 0.0000000000E+00 End data: problem: Powell Singular Function Start data: N = 4 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.3000000000E+01 -0.1000000000E+01 0.0000000000E+00 0.1000000000E+01 0.7331439149E+01 0.6766658475E+00 Final data: 33 0.4136901615E-09 -0.4136901615E-10 0.6619042584E-10 0.6619042584E-10 0.3404939357E-18 0.2841074055E-09 End data: problem: Powell Badly Scaled Function Start data: N = 2 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.0000000000E+00 0.1000000000E+01 0.7534128076E+00 0.7067223616E+00 Solution data: 16 0.1098159330E-04 0.9106146740E+01 0.4572230736E-14 0.6311976835E-07 End data: problem: Wood Function Start data: N = 4 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 -0.3000000000E+01 -0.1000000000E+01 -0.3000000000E+01 -0.1000000000E+01 0.4275278704E+04 0.4966139722E+01 Solution data: 16 -0.9679740249E+00 0.9471391408E+00 -0.9695163103E+00 0.9512476658E+00 0.3059769149E-13 0.2050892775E-07 End data: problem: Helical Valley Function Start data: N = 3 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 -0.1000000000E+01 0.0000000000E+00 0.0000000000E+00 0.2886751346E+02 0.1813799364E+01 Solution data: 10 0.1000000000E+01 -0.5793444186E-22 0.7004861643E-30 0.1745887609E-13 0.3528414612E-07 End data: problem: Watson Function Start data: N = 10 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.3003286175E+02 0.3306796538E+02 Solution data: 18 -0.1222489868E-05 0.1000044506E+01 -0.5084900593E-02 0.4174293401E+00 -0.5884434849E+00 0.2301972802E+01 -0.4562454100E+01 0.5591973719E+01 -0.3640407148E+01 0.1042371047E+01 0.4566318734E-11 0.8150987817E-06 End data: problem: Chebyquad Function, n=7 Start data: N = 7 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1250000000E+00 0.2500000000E+00 0.3750000000E+00 0.5000000000E+00 0.6250000000E+00 0.7500000000E+00 0.8750000000E+00 0.6945773480E-01 0.1200460262E+00 Solution data: 8 0.5806914962E-01 0.2351716124E+00 0.3380440947E+00 0.5000000000E+00 0.6619559053E+00 0.7648283876E+00 0.9419308504E+00 0.7849821397E-13 0.5757763292E-07 End data: problem: Chebyquad Function, n=9 Start data: N = 9 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+00 0.2000000000E+00 0.3000000000E+00 0.4000000000E+00 0.5000000000E+00 0.6000000000E+00 0.7000000000E+00 0.8000000000E+00 0.9000000000E+00 0.5664997822E-01 0.2374737399E+00 Solution data: 13 0.4420534614E-01 0.1994906723E+00 0.2356191085E+00 0.4160469079E+00 0.5000000000E+00 0.5839530921E+00 0.7643808915E+00 0.8005093277E+00 0.9557946539E+00 0.1203880627E-11 0.1674619496E-06 End data: problem: Brown Almost Linear Function Start data: N = 10 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5227313343E+01 0.1400320951E+02 Solution data: 23 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.3960220153E-13 0.1589924603E-06 End data: problem: Discrete Boundary Function Start data: N = 10 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 -0.8264462810E-01 -0.1487603306E+00 -0.1983471074E+00 -0.2314049587E+00 -0.2479338843E+00 -0.2479338843E+00 -0.2314049587E+00 -0.1983471074E+00 -0.1487603306E+00 -0.8264462810E-01 0.8879859803E-02 0.6509378199E-01 Solution data: 4 -0.4316498252E-01 -0.8157715654E-01 -0.1144857144E+00 -0.1409735769E+00 -0.1599086962E+00 -0.1698772023E+00 -0.1690899838E+00 -0.1552495352E+00 -0.1253558917E+00 -0.7541653369E-01 0.1558200335E-15 0.8836417490E-07 End data: problem: Discrete Integral Function Start data: N = 10 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 -0.8264462810E-01 -0.1487603306E+00 -0.1983471074E+00 -0.2314049587E+00 -0.2479338843E+00 -0.2479338843E+00 -0.2314049587E+00 -0.1983471074E+00 -0.1487603306E+00 -0.8264462810E-01 0.7963469192E-01 0.6509378199E-01 Solution data: 4 -0.4316498252E-01 -0.8157715654E-01 -0.1144857144E+00 -0.1409735769E+00 -0.1599086962E+00 -0.1698772023E+00 -0.1690899838E+00 -0.1552495352E+00 -0.1253558917E+00 -0.7541653369E-01 0.1861927767E-14 0.8836417487E-07 End data: problem: Trigonometric Function Start data: N = 10 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+00 0.1000000000E+00 0.1000000000E+00 0.1000000000E+00 0.1000000000E+00 0.1000000000E+00 0.1000000000E+00 0.1000000000E+00 0.1000000000E+00 0.1000000000E+00 0.2660029975E-01 0.1622372858E+00 Solution data: 14 0.4791194730E-01 0.4918451817E-01 0.5060870289E-01 0.5222304939E-01 0.5408309229E-01 0.5627330347E-01 0.5893213854E-01 0.1863970014E+00 0.1543419604E+00 0.1246253770E+00 0.1474967954E-14 0.9905080962E-08 End data: problem: Variably Dimensioned Function Start data: N = 10 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.9000000000E+00 0.8000000000E+00 0.7000000000E+00 0.6000000000E+00 0.5000000000E+00 0.4000000000E+00 0.3000000000E+00 0.2000000000E+00 0.1000000000E+00 0.0000000000E+00 0.7084176990E+06 0.2068745218E+00 Solution data: 15 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.6989525324E-12 0.4902075185E-06 End data: problem: Broyden Tridiagonal Function Start data: N = 10 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 0.1449137675E+01 0.3030018600E+00 Solution data: 6 -0.5707221320E+00 -0.6818069500E+00 -0.7022100760E+00 -0.7055106299E+00 -0.7049061557E+00 -0.7014966070E+00 -0.6918893224E+00 -0.6657965144E+00 -0.5960351090E+00 -0.4164122575E+00 0.5266250203E-15 0.1024363341E-09 End data: problem: Broyden Banded Function Start data: N = 10 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 -0.1000000000E+01 0.6000000000E+01 0.2808176955E+00 Solution data: 7 -0.4283028636E+00 -0.4765964244E+00 -0.5196524636E+00 -0.5580993248E+00 -0.5925061568E+00 -0.6245036822E+00 -0.6232394714E+00 -0.6213938418E+00 -0.6204535967E+00 -0.5864692707E+00 0.2830524434E-15 0.8083429715E-09 End data: problem: Chemical Equilibrium 1 Start data: N = 2 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+01 0.1000000000E+01 0.3535463253E+05 0.3534826856E+05 Solution data: 7 0.5000000000E+04 0.1000000000E+02 0.0000000000E+00 0.0000000000E+00 End data: problem: Chemical Equilibrium 2 Start data: N = 6 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.2245365598E+16 0.2192360925E+02 Solution data: 18 0.8264463286E-04 0.8264463286E-03 0.9090914853E-04 0.9090903851E-04 0.5500000000E+02 0.1100167508E-09 0.6673160659E+01 0.6143559647E-07 End data: problem: Chemical Equilibrium 3, Variante 1 Start data: N = 10 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1373138445E+02 0.1987488399E+01 Solution data: 25 0.1057827099E+01 0.1373886435E+01 0.2994938439E+01 -0.2121147252E+01 -0.3450153005E+01 -0.5363478648E+01 -0.3490554021E+01 -0.4129674071E+01 -0.2115612723E+01 -0.6864905091E+01 0.1045726633E-12 0.8210829859E-06 End data: problem: Chemical Equilibrium 3, Variante 2 Start data: N = 10 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1174993920E+02 0.6264183012E+01 Solution data: 11 0.2880105999E+01 0.3950674940E+01 0.1998412961E+02 0.1198940010E+00 0.3174077950E-01 0.4684581720E-02 0.3048397872E-01 0.1608812155E-01 0.1205593974E+00 0.1043781512E-02 0.9010106003E-15 0.1457630256E-08 End data: problem: SST pollution, 0 dim., sst1=360 Start data: N = 4 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+10 0.1000000000E+10 0.1000000000E+14 0.1000000000E+08 0.1926340119E+12 0.2526270521E+01 Solution data: 22 0.1264252745E+07 0.8501677702E+12 0.8546931811E+11 0.3703068189E+11 0.1473699126E-01 0.9835291865E-05 End data: problem: SST pollution, 0 dim., sst1=3250 Start data: N = 4 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+10 0.1000000000E+10 0.1000000000E+14 0.1000000000E+08 0.1926340119E+12 0.2524529691E+01 Solution data: 21 0.1167078193E+07 0.3069825087E+12 0.2621160361E+12 0.4100896392E+11 0.5445539344E-03 0.3202912730E-05 End data: problem: Distillation Column, Hydrocarbon-6 Start data: N = 29 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.0000000000E+00 0.0000000000E+00 0.5000000075E-01 0.1000000015E+00 0.3000000119E+00 0.6000000238E+00 0.2000000030E+00 0.2000000030E+00 0.3000000119E+00 0.3000000119E+00 0.5000000000E+00 0.6000000238E+00 0.8999999762E+00 0.8000000119E+00 0.8000000119E+00 0.6000000238E+00 0.3000000119E+00 0.0000000000E+00 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.4907938030E+06 0.1684157444E+00 Solution data: 6 0.5472234727E-02 0.2007668329E-01 0.6451423686E-01 0.1172008621E+00 0.2494469177E+00 0.4963518435E+00 0.1295371319E+00 0.2225555241E+00 0.3302534188E+00 0.4428327623E+00 0.5015676547E+00 0.4136419121E+00 0.8649906334E+00 0.7573677926E+00 0.6052323443E+00 0.4399663755E+00 0.2489854276E+00 0.9000624443E-01 0.1326825639E+03 0.1279422953E+03 0.1205693566E+03 0.1136497414E+03 0.1039769996E+03 0.9319015688E+02 0.2889017293E+03 0.2885577975E+03 0.2886690139E+03 0.2933385005E+03 0.3030208307E+03 0.1087446504E-05 0.7342082380E-06 End data: problem: Distillation Column, Hydrocarbon-20 Start data: N = 99 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.0000000000E+00 0.0000000000E+00 0.9999999776E-02 0.1999999955E-01 0.5000000075E-01 0.7000000030E-01 0.9000000358E-01 0.1000000015E+00 0.1500000060E+00 0.2000000030E+00 0.2500000000E+00 0.3000000119E+00 0.3499999940E+00 0.4000000060E+00 0.4000000060E+00 0.4199999869E+00 0.4499999881E+00 0.4499999881E+00 0.5000000000E+00 0.5000000000E+00 0.3000000119E+00 0.3000000119E+00 0.3000000119E+00 0.4000000060E+00 0.4000000060E+00 0.4499999881E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.6000000238E+00 0.6000000238E+00 0.6000000238E+00 0.6000000238E+00 0.6999999881E+00 0.6999999881E+00 0.7500000000E+00 0.7500000000E+00 0.8000000119E+00 0.8000000119E+00 0.1000000000E+01 0.8999999762E+00 0.8999999762E+00 0.8000000119E+00 0.8000000119E+00 0.8000000119E+00 0.6999999881E+00 0.6999999881E+00 0.6000000238E+00 0.6000000238E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.4000000060E+00 0.4000000060E+00 0.3000000119E+00 0.3000000119E+00 0.2000000030E+00 0.1000000015E+00 0.0000000000E+00 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.2286236155E+06 0.2344825435E+00 Solution data: 10 0.2529243434E-06 0.1046793904E-05 0.4229326993E-05 0.1694244101E-04 0.6740042739E-04 0.2653526435E-03 0.1026037900E-02 0.3845286358E-02 0.1366611365E-01 0.4449123025E-01 0.4957109336E-01 0.5560617087E-01 0.6174231475E-01 0.6762985203E-01 0.7449198526E-01 0.8617726443E-01 0.1114265117E+00 0.1685337685E+00 0.2889989886E+00 0.4999998314E+00 0.1948150635E-02 0.3810272953E-02 0.7213921723E-02 0.1340214300E-01 0.2454415123E-01 0.4425459751E-01 0.7803083546E-01 0.1327009605E+00 0.2125388164E+00 0.3085280767E+00 0.4187326347E+00 0.5499797252E+00 0.6770915157E+00 0.7763918395E+00 0.8394358133E+00 0.8689496344E+00 0.8662858264E+00 0.8210853978E+00 0.7067348664E+00 0.4987012329E+00 0.9980515964E+00 0.9961886803E+00 0.9927818490E+00 0.9865809146E+00 0.9753884483E+00 0.9554800498E+00 0.9209431266E+00 0.8634537532E+00 0.7737950699E+00 0.6469806930E+00 0.5316962720E+00 0.3944141040E+00 0.2611661696E+00 0.1559783085E+00 0.8607220142E-01 0.4487310112E-01 0.2228766199E-01 0.1038083370E-01 0.4266145030E-02 0.1298935706E-02 0.1382182786E+03 0.1381424661E+03 0.1380040227E+03 0.1377525873E+03 0.1373001077E+03 0.1364977261E+03 0.1351058893E+03 0.1327618376E+03 0.1289463174E+03 0.1229745499E+03 0.1196039394E+03 0.1159627760E+03 0.1127421009E+03 0.1103471883E+03 0.1087095456E+03 0.1074416990E+03 0.1059578335E+03 0.1034191182E+03 0.9883342556E+02 0.9207883079E+02 0.2906936966E+03 0.2906578362E+03 0.2905942490E+03 0.2904844723E+03 0.2903031205E+03 0.2900234848E+03 0.2896330459E+03 0.2891577756E+03 0.2887564338E+03 0.2884831515E+03 0.2914084646E+03 0.2951790762E+03 0.2989053008E+03 0.3017991571E+03 0.3036398911E+03 0.3046127321E+03 0.3050950491E+03 0.3060097716E+03 0.3096154834E+03 0.2410315202E-05 0.1475924848E-05 End data: problem: Distillation Column, Hydrocarbon-40 Start data: N = 199 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.9999999776E-02 0.9999999776E-02 0.1999999955E-01 0.1999999955E-01 0.5000000075E-01 0.5000000075E-01 0.7000000030E-01 0.7000000030E-01 0.9000000358E-01 0.9000000358E-01 0.1000000015E+00 0.1000000015E+00 0.1500000060E+00 0.1500000060E+00 0.2000000030E+00 0.2000000030E+00 0.2500000000E+00 0.2500000000E+00 0.3000000119E+00 0.3000000119E+00 0.3499999940E+00 0.3499999940E+00 0.4000000060E+00 0.4000000060E+00 0.4000000060E+00 0.4000000060E+00 0.4199999869E+00 0.4199999869E+00 0.4499999881E+00 0.4499999881E+00 0.4499999881E+00 0.4499999881E+00 0.5000000000E+00 0.8000000119E+00 0.5000000000E+00 0.8000000119E+00 0.3000000119E+00 0.3000000119E+00 0.3000000119E+00 0.3000000119E+00 0.3000000119E+00 0.3000000119E+00 0.4000000060E+00 0.4000000060E+00 0.4000000060E+00 0.4000000060E+00 0.4499999881E+00 0.4499999881E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.6000000238E+00 0.6000000238E+00 0.6000000238E+00 0.6000000238E+00 0.6000000238E+00 0.6000000238E+00 0.6000000238E+00 0.6000000238E+00 0.6999999881E+00 0.6999999881E+00 0.6999999881E+00 0.6999999881E+00 0.7500000000E+00 0.7500000000E+00 0.7500000000E+00 0.7500000000E+00 0.5000000000E+00 0.1000000015E+00 0.5000000000E+00 0.0000000000E+00 0.1000000000E+01 0.1000000000E+01 0.8999999762E+00 0.8999999762E+00 0.8999999762E+00 0.8999999762E+00 0.8000000119E+00 0.8000000119E+00 0.8000000119E+00 0.8000000119E+00 0.8000000119E+00 0.8000000119E+00 0.6999999881E+00 0.6999999881E+00 0.6999999881E+00 0.6999999881E+00 0.6000000238E+00 0.6000000238E+00 0.6000000238E+00 0.6000000238E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.4000000060E+00 0.4000000060E+00 0.4000000060E+00 0.4000000060E+00 0.3000000119E+00 0.3000000119E+00 0.3000000119E+00 0.3000000119E+00 0.2000000030E+00 0.2000000030E+00 0.8000000119E+00 0.1000000015E+00 0.8000000119E+00 0.0000000000E+00 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.1000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.3000000000E+03 0.2378830874E+06 0.2984696719E+00 Solution data: 18 0.1914400549E-12 0.7936786550E-12 0.3217613924E-11 0.1297359372E-10 0.5223954123E-10 0.2102743162E-09 0.8462981931E-09 0.3405856881E-08 0.1370505244E-07 0.5513775640E-07 0.2217484144E-06 0.8912181585E-06 0.3577499241E-05 0.1432875727E-04 0.5715747567E-04 0.2263237480E-03 0.8842813369E-03 0.3373204944E-02 0.1232817505E-01 0.4174304186E-01 0.4580138654E-01 0.5113677484E-01 0.5700981926E-01 0.6228283750E-01 0.6618074306E-01 0.6865205158E-01 0.7006671267E-01 0.7083262769E-01 0.7124484504E-01 0.7149100674E-01 0.7170436893E-01 0.7203183671E-01 0.7274034353E-01 0.7443850248E-01 0.7859319479E-01 0.8874107297E-01 0.1131619633E+00 0.1697377799E+00 0.2896477657E+00 0.5000000000E+00 0.3187458118E-05 0.6245639799E-05 0.1186806622E-04 0.2220473171E-04 0.4120807992E-04 0.7614357403E-04 0.1403649991E-03 0.2584104862E-03 0.4753500198E-03 0.8738981107E-03 0.1605630280E-02 0.2947550025E-02 0.5403325763E-02 0.9880234287E-02 0.1798433564E-01 0.3246638508E-01 0.5774239725E-01 0.9998304125E-01 0.1650374815E+00 0.2501408546E+00 0.3376002813E+00 0.4555935104E+00 0.5884261693E+00 0.7097454627E+00 0.8004674348E+00 0.8583760901E+00 0.8916033308E+00 0.9094905793E+00 0.9187767597E+00 0.9234809388E+00 0.9257705405E+00 0.9267025652E+00 0.9266263452E+00 0.9252452751E+00 0.9212495726E+00 0.9111814672E+00 0.8868006776E+00 0.8302450731E+00 0.7103452360E+00 0.4999978750E+00 0.9999968125E+00 0.9999937544E+00 0.9999881319E+00 0.9999777953E+00 0.9999587919E+00 0.9999238562E+00 0.9998596342E+00 0.9997415861E+00 0.9995246363E+00 0.9991260468E+00 0.9983941480E+00 0.9970515588E+00 0.9945930967E+00 0.9901054370E+00 0.9819585069E+00 0.9673072912E+00 0.9413733214E+00 0.8966437538E+00 0.8226343435E+00 0.7081161036E+00 0.6165983321E+00 0.4932697148E+00 0.3545640115E+00 0.2279716998E+00 0.1333518222E+00 0.7297185829E-01 0.3832995652E-01 0.1967679299E-01 0.9978395312E-02 0.5028054425E-02 0.2525090575E-02 0.1265598101E-02 0.6333112737E-03 0.3162224432E-03 0.1572326433E-03 0.7745985994E-04 0.3735902137E-04 0.1714702287E-04 0.6998375029E-05 0.2124972203E-05 0.1382975357E+03 0.1382974110E+03 0.1382971818E+03 0.1382967604E+03 0.1382959856E+03 0.1382945613E+03 0.1382919430E+03 0.1382871307E+03 0.1382782875E+03 0.1382620433E+03 0.1382322235E+03 0.1381775445E+03 0.1380774723E+03 0.1378948865E+03 0.1375633407E+03 0.1369654194E+03 0.1358962952E+03 0.1340007111E+03 0.1306635905E+03 0.1248988998E+03 0.1220575990E+03 0.1185540546E+03 0.1149912007E+03 0.1120337139E+03 0.1099813586E+03 0.1087350462E+03 0.1080406715E+03 0.1076725475E+03 0.1074821426E+03 0.1073838055E+03 0.1073302943E+03 0.1072937481E+03 0.1072515776E+03 0.1071717089E+03 0.1069877500E+03 0.1065473167E+03 0.1055097382E+03 0.1032086562E+03 0.9875225440E+02 0.9206443651E+02 0.2907320507E+03 0.2907319895E+03 0.2907318772E+03 0.2907316707E+03 0.2907312910E+03 0.2907305934E+03 0.2907293118E+03 0.2907269588E+03 0.2907226434E+03 0.2907147433E+03 0.2907003259E+03 0.2906741495E+03 0.2906270115E+03 0.2905431593E+03 0.2903964070E+03 0.2901438960E+03 0.2897137256E+03 0.2889893035E+03 0.2879289427E+03 0.2871229842E+03 0.2892149873E+03 0.2924459851E+03 0.2963029765E+03 0.2998552210E+03 0.3024792614E+03 0.3041300121E+03 0.3050672479E+03 0.3055686333E+03 0.3058281173E+03 0.3059595652E+03 0.3060240855E+03 0.3060519181E+03 0.3060546663E+03 0.3060295221E+03 0.3059585800E+03 0.3058195623E+03 0.3056988020E+03 0.3062945189E+03 0.3097229235E+03 0.1378855019E-06 0.2806097554E-06 End data: problem: Distillation Column, Methanol-8 Start data: N = 31 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.9203000367E-01 0.1818999946E+00 0.2840000093E+00 0.3050999939E+00 0.3565999866E+00 0.4679999948E+00 0.6578999758E+00 0.8762999773E+00 0.9079999924E+00 0.8180999756E+00 0.7160000205E+00 0.6948999763E+00 0.6434000134E+00 0.5320000052E+00 0.3420999944E+00 0.1237000003E+00 0.1200000000E+03 0.1100000000E+03 0.1000000000E+03 0.8800000000E+02 0.8600000000E+02 0.8400000000E+02 0.8000000000E+02 0.7600000000E+02 0.8863699951E+03 0.9100100098E+03 0.9225200195E+03 0.9264500122E+03 0.9355599976E+03 0.9528300171E+03 0.9757299805E+03 0.1180862901E+07 0.3852400032E-01 Solution data: 5 0.9225714799E-01 0.1821994318E+00 0.2842188344E+00 0.3053072655E+00 0.3566489952E+00 0.4677911720E+00 0.6573897406E+00 0.8759452140E+00 0.9077428520E+00 0.8178005682E+00 0.7157811656E+00 0.6946927345E+00 0.6433510048E+00 0.5322088280E+00 0.3426102594E+00 0.1240547860E+00 0.1077653937E+03 0.1026850003E+03 0.9771773162E+02 0.9657726699E+02 0.9426310271E+02 0.8998899683E+02 0.8397341646E+02 0.7832157089E+02 0.8867137714E+03 0.9103656903E+03 0.9221591295E+03 0.9260766801E+03 0.9351735342E+03 0.9524236420E+03 0.9750192265E+03 0.8338449254E-06 0.6365340936E-07 End data: problem: Semiconductor boundary condition Start data: N = 6 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.4732379256E+07 0.6119762158E+05 Final data: 1 -0.9594833231E+01 0.9999000000E+00 0.9999000000E+00 0.1160463323E+02 0.1009900000E+01 0.1009900000E+01 0.2002043613-306 0.6119762158E+05 End data: problem: Exponentional/Sine function Start data: N = 2 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.8100000000E+00 0.8200000000E+00 0.1928160818E+01 0.4430999358E+03 Solution data: 10 -0.2566250769E+00 0.1016245964E+01 0.2504768850E-09 0.4663063026E-05 End data: problem: Combustion of Propane - Full formulation Start data: N = 11 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1061405903E-21 0.9780182164E-17 0.5768820865E-19 0.3891397139E-01 0.8018033088E-19 0.4658605332E-13 0.2383625170E-14 0.1731568510E-12 0.2855546718E-21 0.5882439364E-03 0.8958108405E-27 0.1199267059E+23 0.2200223738E+02 Final data: 1 0.2776991160E-10 0.9982507360E-17 0.2000000000E-02 0.3921007997E-01 0.3447645220E-02 -0.6095307125E-02 0.1668444514E-07 -0.4692846920E-05 0.2855546724E-21 0.9405231794E-03 -0.3710956872E-19 0.2002043613-306 0.2200223738E+02 End data: problem: Combustion of Propane - Reduced formulation Start data: N = 5 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.5000000000E-02 0.5000000000E-02 0.5000000000E-01 0.5000000000E+00 0.5000000000E-01 0.8036656591E+00 0.1533437463E+02 Solution data: 8 0.3114102266E-02 0.3459792453E+02 0.6504177870E-01 0.8593780506E+00 0.3695185915E-01 0.3259914102E-11 0.2870887269E-06 End data: problem: Intersection of an Ellipsoid with a Hyperboloid Start data: N = 7 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 -0.6521739128E+00 0.1413043475E+00 0.3500000000E+01 0.4545454539E+00 0.4709689325E+01 0.1442305708E+01 Solution data: 6 0.1039623054E+01 0.2491533697E+01 0.1784568904E+01 -0.5995797026E+00 0.1583548566E+00 0.9627010873E+01 0.4387444942E+00 0.2883971863E-10 0.1277182156E-05 End data: problem: Esterification Reaction Start data: N = 9 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.2000000000E+02 0.2000000000E+02 0.4684770526E+02 0.2062251866E+02 -0.2076903591E+04 0.3579725576E+04 -0.4552718432E+01 -0.1661510480E+04 0.4000000000E+02 0.4578719320E+07 0.2500299566E+01 Final data: 39 -0.1392547678E+02 -0.1896581264E+01 -0.1848811947E+02 -0.2208723300E+01 0.3570951855E+00 0.2367786717E+02 0.1388407492E+00 -0.2242923130E+02 -0.1573071631E+02 0.1075772679E+03 0.9716694901E-08 End data: problem: Flow in a Driven Cavity Start data: N = 100 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 -0.6830134554E-02 -0.1229424220E-01 -0.1639232293E-01 -0.1912437675E-01 -0.2049040366E-01 -0.2049040366E-01 -0.1912437675E-01 -0.1639232293E-01 -0.1229424220E-01 -0.6830134554E-02 -0.1229424220E-01 -0.2212963595E-01 -0.2950618127E-01 -0.3442387815E-01 -0.3688272659E-01 -0.3688272659E-01 -0.3442387815E-01 -0.2950618127E-01 -0.2212963595E-01 -0.1229424220E-01 -0.1639232293E-01 -0.2950618127E-01 -0.3934157503E-01 -0.4589850420E-01 -0.4917696879E-01 -0.4917696879E-01 -0.4589850420E-01 -0.3934157503E-01 -0.2950618127E-01 -0.1639232293E-01 -0.1912437675E-01 -0.3442387815E-01 -0.4589850420E-01 -0.5354825490E-01 -0.5737313025E-01 -0.5737313025E-01 -0.5354825490E-01 -0.4589850420E-01 -0.3442387815E-01 -0.1912437675E-01 -0.2049040366E-01 -0.3688272659E-01 -0.4917696879E-01 -0.5737313025E-01 -0.6147121098E-01 -0.6147121098E-01 -0.5737313025E-01 -0.4917696879E-01 -0.3688272659E-01 -0.2049040366E-01 -0.2049040366E-01 -0.3688272659E-01 -0.4917696879E-01 -0.5737313025E-01 -0.6147121098E-01 -0.6147121098E-01 -0.5737313025E-01 -0.4917696879E-01 -0.3688272659E-01 -0.2049040366E-01 -0.1912437675E-01 -0.3442387815E-01 -0.4589850420E-01 -0.5354825490E-01 -0.5737313025E-01 -0.5737313025E-01 -0.5354825490E-01 -0.4589850420E-01 -0.3442387815E-01 -0.1912437675E-01 -0.1639232293E-01 -0.2950618127E-01 -0.3934157503E-01 -0.4589850420E-01 -0.4917696879E-01 -0.4917696879E-01 -0.4589850420E-01 -0.3934157503E-01 -0.2950618127E-01 -0.1639232293E-01 -0.1229424220E-01 -0.2212963595E-01 -0.2950618127E-01 -0.3442387815E-01 -0.3688272659E-01 -0.3688272659E-01 -0.3442387815E-01 -0.2950618127E-01 -0.2212963595E-01 -0.1229424220E-01 -0.6830134554E-02 -0.1229424220E-01 -0.1639232293E-01 -0.1912437675E-01 -0.2049040366E-01 -0.2049040366E-01 -0.1912437675E-01 -0.1639232293E-01 -0.1229424220E-01 -0.6830134554E-02 0.6562182938E-01 0.2552936029E-01 Solution data: 6 0.1383175128E-04 0.4891060506E-05 -0.1966511402E-04 -0.3857536501E-04 -0.3408490880E-04 0.1409211436E-05 0.5982695467E-04 0.1136823151E-03 0.1237368430E-03 0.6918311319E-04 -0.3334047947E-05 -0.9128076717E-04 -0.2237954736E-03 -0.3341924554E-03 -0.3657948952E-03 -0.2872664787E-03 -0.1092848122E-03 0.9889942515E-04 0.2192079684E-03 0.1584690522E-03 -0.8947900206E-04 -0.3864982381E-03 -0.7742920950E-03 -0.1118121681E-02 -0.1302218131E-02 -0.1242337150E-02 -0.9157076343E-03 -0.4114885732E-03 0.4433586112E-04 0.1834680129E-03 -0.2782921957E-03 -0.9699816281E-03 -0.1828091159E-02 -0.2633799032E-02 -0.3195808590E-02 -0.3333625915E-02 -0.2912522881E-02 -0.1954951120E-02 -0.7791840543E-03 0.9198913812E-05 -0.5923316510E-03 -0.1895048536E-02 -0.3481709249E-02 -0.5054084879E-02 -0.6350353862E-02 -0.7057904932E-02 -0.6816130951E-02 -0.5386326584E-02 -0.2998581706E-02 -0.7197037725E-03 -0.1028820010E-02 -0.3135994969E-02 -0.5681743095E-02 -0.8324282826E-02 -0.1078220733E-01 -0.1263983526E-01 -0.1323734533E-01 -0.1181061379E-01 -0.7977677847E-02 -0.2974557838E-02 -0.1559136251E-02 -0.4563737314E-02 -0.8142496019E-02 -0.1196835308E-01 -0.1583188310E-01 -0.1937125727E-01 -0.2174320586E-01 -0.2164900677E-01 -0.1729546610E-01 -0.8980105264E-02 -0.2173975393E-02 -0.5997595864E-02 -0.1037789688E-01 -0.1506570991E-01 -0.1995678425E-01 -0.2501086416E-01 -0.2944201823E-01 -0.3232821311E-01 -0.2990160044E-01 -0.2181281319E-01 -0.2987697666E-02 -0.7354449322E-02 -0.1194004785E-01 -0.1671708554E-01 -0.2140739097E-01 -0.2678639282E-01 -0.3142030420E-01 -0.3750811300E-01 -0.3687808353E-01 -0.3975146861E-01 -0.4100060046E-02 -0.8478667270E-02 -0.1237411404E-01 -0.1659480350E-01 -0.1933092232E-01 -0.2457171258E-01 -0.2458762018E-01 -0.3396618012E-01 -0.2569469023E-01 -0.4429456623E-01 0.7030692518E-12 0.8573737730E-07 End data: problem: Flow in a Channel Start data: N = 80 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.0000000000E+00 0.0000000000E+00 0.6000000000E+01 -0.1200000000E+02 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.2800000000E-01 0.5400000000E+00 0.4800000000E+01 -0.1200000000E+02 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.1040000000E+00 0.9600000000E+00 0.3600000000E+01 -0.1200000000E+02 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.2160000000E+00 0.1260000000E+01 0.2400000000E+01 -0.1200000000E+02 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.3520000000E+00 0.1440000000E+01 0.1200000000E+01 -0.1200000000E+02 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.5000000000E+00 0.1500000000E+01 0.0000000000E+00 -0.1200000000E+02 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.6480000000E+00 0.1440000000E+01 -0.1200000000E+01 -0.1200000000E+02 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.7840000000E+00 0.1260000000E+01 -0.2400000000E+01 -0.1200000000E+02 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.8960000000E+00 0.9600000000E+00 -0.3600000000E+01 -0.1200000000E+02 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.9720000000E+00 0.5400000000E+00 -0.4800000000E+01 -0.1200000000E+02 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.4541132389E+03 0.6643555714E+03 Solution data: 10 -0.2144944555E-29 -0.5780545597E-28 0.2623716849E+02 -0.2760631483E+03 0.2228363275E+01 0.6836698495E+04 -0.1397550788E+05 0.1167573903E+05 0.8917247007E-01 0.1428388678E+01 0.5186342938E+01 -0.1182816060E+03 0.1802301600E+04 -0.1471509786E+04 -0.1335398850E+04 0.4201059767E+04 0.2444106657E+00 0.1589392115E+01 -0.2891538442E+00 -0.1637916708E+02 0.3541778329E+03 -0.8622842703E+03 0.1569950886E+04 -0.1571064572E+04 0.4001182943E+00 0.1512582913E+01 -0.1070097684E+01 -0.4455851592E+01 0.1612466899E+02 -0.4716858809E+02 0.1245539859E+03 -0.1663885401E+03 0.5453253320E+00 0.1384822828E+01 -0.1475642029E+01 -0.3819199916E+01 0.3913310695E+01 0.5744982927E+00 0.1512822002E+01 -0.2441175583E+01 0.6758098173E+00 0.1218847998E+01 -0.1836611059E+01 -0.3384101797E+01 0.4845886313E+01 0.9837040797E+00 -0.1351001676E+00 -0.3419377277E-01 0.7879685363E+00 0.1019113845E+01 -0.2149211441E+01 -0.2852722106E+01 0.5756411444E+01 0.8324087894E+00 -0.1634951519E+00 -0.1777332258E-01 0.8786830656E+00 0.7909217889E+00 -0.2404383851E+01 -0.2238259496E+01 0.6504112692E+01 0.6601011743E+00 -0.1812349687E+00 -0.1465599065E-01 0.9454079071E+00 0.5404020987E+00 -0.2594665804E+01 -0.1557924818E+01 0.7071157936E+01 0.4716468873E+00 -0.1957361970E+00 -0.1015582665E-01 0.9862449626E+00 0.2743424272E+00 -0.2714398821E+01 -0.8305312658E+00 0.7443249795E+01 0.2709635442E+00 -0.2056471485E+00 -0.4872183047E-02 0.5523752305E-11 0.3666649578E-05 End data: problem: Gupta Problem Start data: N = 12 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+00 0.1000000000E+00 0.7998734172E+02 0.3804041958E+01 0.2531655510E-01 0.4187620428E-01 0.2994067700E+00 0.1779373760E+01 0.2850042028E+01 0.2900000000E+01 0.2600104004E+04 0.4000000000E+02 0.7240962139E+03 0.2171552741E+01 Solution data: 8 0.4499802022E-02 0.2364502113E-02 0.7999969808E+02 0.3966426858E+01 0.6038341105E-03 0.1365947055E-02 0.6457266817E-01 0.3530815576E+01 0.2643154980E+02 0.2997635498E+01 0.1169995326E+03 0.4000000000E+02 0.4204728172E-08 0.1773112875E-07 End data: problem: Human Heart Dipole Start data: N = 8 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.2990000000E+00 0.1860000000E+00 -0.2730000000E-01 0.2540000000E-01 -0.4740000000E+00 0.4740000000E+00 -0.8920000000E-01 0.8920000000E-01 0.1543410445E+00 0.1149974557E+01 Solution data: 48 -0.6321349025E-02 0.4913213490E+00 -0.1998156408E-02 0.9815640840E-04 0.1226569755E+00 -0.1003153205E+00 -0.4023517593E+01 -0.2071785527E-01 0.2262634084E-16 0.2096246886E-08 End data: problem: Incompressible Elastic Rods Start data: N = 78 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.0000000000E+00 0.1000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.2000000000E+00 0.1000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.4000000000E+00 0.1000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.6000000000E+00 0.1000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.8000000000E+00 0.1000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.1030739235E+00 0.3464442970E+00 Solution data: 47 -0.2652935003E-29 0.1319128159E+01 -0.8463727245E+01 0.4195206366E+02 -0.9026732581E+02 0.1885608071E-29 -0.1205619134E+01 0.1000219996E+02 -0.2084978856E+02 0.5123084954E+00 -0.1256869185E-29 -0.7724545405E+02 0.1116844261E+04 -0.5731586167E+04 0.1112272905E+05 0.6362731421E-01 0.2300256404E+01 -0.2265830500E+02 0.1152356968E+03 -0.2390709020E+03 0.6837245465E-01 -0.9774151503E+00 0.1434440693E+02 -0.6443464201E+02 0.1159866278E+03 -0.2128128118E+01 0.1729430767E+03 -0.8813900077E+03 0.1866942934E+04 -0.1265312678E+03 0.1067804724E+00 -0.2366309694E+01 0.2460139566E+02 -0.1175221172E+03 0.2334650493E+03 0.1260639486E+00 0.1443725507E+01 -0.1857485373E+02 0.9454653288E+02 -0.1873205456E+03 0.5498490344E+01 -0.2308909064E+03 0.1007859551E+04 -0.1509903669E+04 -0.1489554110E+04 0.1217962714E+00 0.2765502174E+01 -0.3030127698E+02 0.1460227015E+03 -0.2840708627E+03 0.1478702263E+00 -0.3718565356E+00 0.5385889912E+01 -0.3028486321E+02 0.7003282384E+02 -0.2636809040E+01 0.2184249746E+03 -0.9997245414E+03 0.1647865032E+04 0.9972527811E+03 0.1449352018E+00 -0.1617336922E+01 0.1318600202E+02 -0.4339249170E+02 0.6076180490E+02 0.1861993352E+00 -0.1233827566E+01 0.1028765732E+02 -0.3289685861E+02 0.5140348939E+02 0.4315005968E+01 -0.2296490749E+02 -0.5346810462E+03 0.3896177266E+04 -0.9097481445E+04 0.5455301101E+04 0.3543339154E+04 -0.1360848275E+03 0.2995180684E-12 0.3029400543E-08 End data: problem: Dew Point Temperature Start data: N = 16 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+00 0.9000000000E+00 0.8500000000E+02 0.9000000000E+00 0.1000000000E+00 0.3074550735E+03 0.4345039711E+03 0.1133093179E+02 0.1075497425E+01 0.1007520534E+01 0.4366061449E+01 0.4583884822E+01 0.6148788186E+00 0.4075885525E+00 0.2496146102E+01 0.9024043013E+00 0.5697087090E-01 0.3061819792E+00 Solution data: 12 0.2000000000E+00 0.9041219227E+00 0.8642394721E+02 0.8000000000E+00 0.9587807735E-01 0.3266793345E+03 0.4594359690E+03 0.4551691713E+01 0.1258639145E+01 0.1006875643E+01 0.4391884609E+01 0.1956504763E+01 0.7608738094E+00 0.4327966646E+00 0.2654986528E+01 0.1000000000E+01 0.2023036154E-14 0.4622746714E-07 End data: problem: Partial Oxidation of Methane with Oxygen Start data: N = 7 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.5000000000E+00 0.3517280692E+05 0.8329790855E+00 Final data: 101 0.3321448690E+00 -0.5625303335E-03 0.5853881555E-01 0.6058513477E+00 0.3499857481E-02 0.5794053329E+00 0.2977898962E+01 0.4984481275E+02 0.1448240106E-02 End data: problem: Swirling Flow between Disks Start data: N = 98 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 -0.1000000000E+01 0.2000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 -0.7142857143E+00 0.2000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 -0.4285714286E+00 0.2000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 -0.1428571429E+00 0.2000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.1428571429E+00 0.2000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.4285714286E+00 0.2000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.7142857143E+00 0.2000000000E+01 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.0000000000E+00 0.6190102405E+00 0.9202395299E+04 Solution data: 11 0.3520856526E-29 0.3845374161E-30 0.1157696735E+02 -0.5014852318E+03 0.1410256157E+05 -0.4033422203E+05 0.7458683992E+05 -0.6626870208E+05 -0.1000000000E+01 0.1366616777E+02 -0.4076835894E+02 -0.7778981298E+03 0.3570035454E+04 -0.6053192839E+04 0.1686884328E-01 0.3330777819E-01 -0.1197325785E+01 0.1357114257E+02 -0.1120508339E+03 -0.1227514688E+03 0.1067719387E+04 -0.1991790009E+04 -0.1033161187E+00 0.1247898741E+01 -0.2416810675E+02 0.6950548452E+02 -0.1548002203E+03 0.1883671983E+03 0.1408630241E-01 -0.5074021434E-01 -0.2503041394E+00 0.2361915791E+01 -0.2630208853E+02 0.5664895266E+02 -0.1033024723E+03 0.1126087767E+03 -0.3484259411E-01 0.1955033203E+00 -0.9696337485E+00 0.2864774793E+01 -0.6299471868E+01 0.7498252133E+01 0.5120973420E-02 -0.7034942371E-01 -0.5728382974E-01 0.8615359978E+00 -0.2663845478E+01 0.6949947180E+01 -0.9733537256E+01 0.1946707459E+02 -0.1114511915E-01 0.1562560121E+00 -0.1578897583E-01 0.9524345422E-01 -0.3819930143E+00 0.7639860329E+00 -0.5120973458E-02 -0.7034942367E-01 0.5728383036E-01 0.8615359993E+00 0.2536242561E+01 0.9650869172E+01 -0.9306306316E+01 0.1126087810E+03 0.1114511923E-01 0.1562560121E+00 0.4886198891E-02 0.3144290311E+00 -0.1198780453E+01 0.7498252571E+01 -0.1408630243E-01 -0.5074021417E-01 0.2503041409E+00 0.2361915805E+01 0.3290761223E+02 -0.5092711046E+02 0.9240707507E+03 -0.1991790299E+04 0.3484259424E-01 0.1955033211E+00 0.6681992992E+00 0.8888864311E+01 -0.3356698234E+02 0.1883672083E+03 -0.1686884327E-01 0.3330777854E-01 0.1197325783E+01 0.1357114243E+02 -0.1697586853E+02 0.1118267431E+04 -0.8318140445E+04 -0.6626869757E+05 0.1033161198E+00 0.1247898761E+01 0.4251423933E+02 -0.2344591557E+03 0.2483157689E+04 -0.6053193433E+04 0.2533712078E-13 0.5605349752E-08 End data: problem: Solid Fuel Ignition Start data: N = 100 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.2512594538E+00 0.2512594538E+00 0.3553345273E+00 0.4351941399E+00 0.4351941399E+00 0.4351941399E+00 0.4351941399E+00 0.4351941399E+00 0.4351941399E+00 0.3553345273E+00 0.2512594538E+00 0.2512594538E+00 0.3553345273E+00 0.4351941399E+00 0.5025189076E+00 0.5025189076E+00 0.5025189076E+00 0.5025189076E+00 0.4351941399E+00 0.3553345273E+00 0.2512594538E+00 0.2512594538E+00 0.3553345273E+00 0.4351941399E+00 0.5025189076E+00 0.5618332187E+00 0.5618332187E+00 0.5025189076E+00 0.4351941399E+00 0.3553345273E+00 0.2512594538E+00 0.2512594538E+00 0.3553345273E+00 0.4351941399E+00 0.5025189076E+00 0.5618332187E+00 0.5618332187E+00 0.5025189076E+00 0.4351941399E+00 0.3553345273E+00 0.2512594538E+00 0.2512594538E+00 0.3553345273E+00 0.4351941399E+00 0.5025189076E+00 0.5025189076E+00 0.5025189076E+00 0.5025189076E+00 0.4351941399E+00 0.3553345273E+00 0.2512594538E+00 0.2512594538E+00 0.3553345273E+00 0.4351941399E+00 0.4351941399E+00 0.4351941399E+00 0.4351941399E+00 0.4351941399E+00 0.4351941399E+00 0.3553345273E+00 0.2512594538E+00 0.2512594538E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.3553345273E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.2512594538E+00 0.1158891280E+00 0.7979774275E-01 Solution data: 4 0.7086244876E-01 0.1195465181E+00 0.1531251193E+00 0.1745116787E+00 0.1849645396E+00 0.1849645396E+00 0.1745116787E+00 0.1531251193E+00 0.1195465181E+00 0.7086244876E-01 0.1195465181E+00 0.2076288487E+00 0.2702823303E+00 0.3107560373E+00 0.3306639328E+00 0.3306639328E+00 0.3107560373E+00 0.2702823303E+00 0.2076288487E+00 0.1195465181E+00 0.1531251193E+00 0.2702823303E+00 0.3554732686E+00 0.4111837155E+00 0.4387550256E+00 0.4387550256E+00 0.4111837155E+00 0.3554732686E+00 0.2702823303E+00 0.1531251193E+00 0.1745116787E+00 0.3107560373E+00 0.4111837155E+00 0.4774115849E+00 0.5103358027E+00 0.5103358027E+00 0.4774115849E+00 0.4111837155E+00 0.3107560373E+00 0.1745116787E+00 0.1849645396E+00 0.3306639328E+00 0.4387550256E+00 0.5103358027E+00 0.5460040002E+00 0.5460040002E+00 0.5103358027E+00 0.4387550256E+00 0.3306639328E+00 0.1849645396E+00 0.1849645396E+00 0.3306639328E+00 0.4387550256E+00 0.5103358027E+00 0.5460040002E+00 0.5460040002E+00 0.5103358027E+00 0.4387550256E+00 0.3306639328E+00 0.1849645396E+00 0.1745116787E+00 0.3107560373E+00 0.4111837155E+00 0.4774115849E+00 0.5103358027E+00 0.5103358027E+00 0.4774115849E+00 0.4111837155E+00 0.3107560373E+00 0.1745116787E+00 0.1531251193E+00 0.2702823303E+00 0.3554732686E+00 0.4111837155E+00 0.4387550256E+00 0.4387550256E+00 0.4111837155E+00 0.3554732686E+00 0.2702823303E+00 0.1531251193E+00 0.1195465181E+00 0.2076288487E+00 0.2702823303E+00 0.3107560373E+00 0.3306639328E+00 0.3306639328E+00 0.3107560373E+00 0.2702823303E+00 0.2076288487E+00 0.1195465181E+00 0.7086244876E-01 0.1195465181E+00 0.1531251193E+00 0.1745116787E+00 0.1849645396E+00 0.1849645396E+00 0.1745116787E+00 0.1531251193E+00 0.1195465181E+00 0.7086244876E-01 0.2074338435E-14 0.2129307114E-06 End data: problem: Sulphur Dioxide to Sulphur Trioxide Start data: N = 3 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.4000000000E+00 0.1568916910E+04 0.5526604902E+02 0.4141528254E-01 0.1941809033E+01 Solution data: 8 0.5333729003E+00 0.1637703230E+04 0.1794002013E+02 0.2927317940E-09 0.4885190249E-05 End data: problem: Compressibility factor from the RK equation Start data: N = 1 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.6499999762E+00 0.1784295608E+00 0.2262499606E+01 Solution data: 11 -0.1234360594E-01 0.2020410748E-15 0.1396046009E-07 End data: problem: Chem. Reactor Equil. Conversion, Shacham 1983 Start data: N = 2 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.5000000000E+00 0.1700000000E+04 0.4395380337E+04 0.6791271348E-01 Solution data: 10 0.5333729147E+00 0.1637703173E+04 0.1028976808E-10 0.1150257438E-07 End data: problem: Chemical Reactor Steady State, Shacham 1983 Start data: N = 2 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.9639999866E+00 0.3380000000E+03 0.8410286106E+02 0.2090650522E-01 Solution data: 5 0.9638680504E+00 0.3461636981E+03 0.2172246651E-07 0.1251368274E-05 End data: problem: Cutlips steady state for reaction rate equations Start data: N = 6 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.9900000095E+00 0.5000000075E-01 0.5000000075E-01 0.9900000095E+00 0.5000000075E-01 0.0000000000E+00 0.1503429282E+02 0.3660514859E+02 Solution data: 5 0.9700739369E+00 0.9800492913E+00 0.5985212616E-01 0.9900268847E+00 0.9975093489E-04 0.9873364413E-02 0.2675357612E-16 0.7906824855E-07 End data: problem: Hodgkin Huxley 1 Start data: N = 4 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000015E+00 0.1000000015E+00 0.1000000015E+00 0.1000000015E+00 0.2245019272E+01 0.1088246282E+02 Solution data: 11 0.2776210813E-03 0.5293421796E-01 0.3176811717E+00 0.5961110455E+00 0.5029296044E-14 0.3381875098E-06 End data: problem: Inf Reflux Start data: N = 1 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.2300000042E+00 0.1904166729E-01 0.3399591406E+02 Solution data: 5 0.5000000853E+00 0.2117750419E-12 0.6716132700E-06 End data: problem: Order 10 to 11 Start data: N = 1 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.5550000000E+03 0.2306167000E+11 0.6582892756E-02 Solution data: 5 0.5517738249E+03 0.1663208008E-02 0.2974826094E-08 End data: problem: Chemical equil. from a Partial Methane Oxidation Start data: N = 7 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.3000000119E+00 0.9999999776E-02 0.5000000075E-01 0.6000000238E+00 0.4000000190E-02 0.6000000238E+00 0.3000000000E+01 0.7666379610E+02 0.1451843404E-01 Final data: 101 0.3051333374E+00 0.1039574751E-01 0.4930467725E-01 0.6046776511E+00 0.3679395198E-02 0.5963395172E+00 0.2999699477E+01 0.9532331812E+02 0.5591905679E-01 End data: problem: Typical Rect. Singly Reinforced Concrete Beam Start data: N = 13 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.3319171850E+06 0.6224820382E+06 Solution data: 22 0.3706249060E+03 0.1051309800E+02 0.1591277918E+05 0.7486902002E+01 0.2237500548E+02 0.4806941496E+07 0.4993968676E-01 0.5807760481E+00 0.1573180812E+07 0.4326247232E+07 0.1098902538E+04 0.1857756347E+02 0.2442005706E+04 0.1327100847E-04 0.1216979461E-05 End data: problem: Wallis Function of 1685 Start data: N = 1 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.8199999928E+00 0.6088632000E+01 0.3539909568E+03 Solution data: 10 0.2094551482E+01 0.1953992523E-13 0.2445982948E-07 End data: problem: Inters. of Ellipsoid with a Hyperboloid - red. Start data: N = 3 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+01 0.1000000000E+01 0.1000000000E+01 0.7194169277E+01 0.1538214015E+01 Solution data: 6 0.1039623054E+01 0.2491533697E+01 0.1784568904E+01 0.6573259754E-15 0.1879886230E-09 End data: problem: Esterification Reaction - reduced system Start data: N = 2 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.2000000000E+02 0.2000000000E+02 0.9712930441E+07 0.4124618826E+01 Final data: 37 -0.1145603648E+02 -0.1790065303E+01 0.3643557568E+04 0.1422545523E-04 End data: problem: Gupta problem - reduced system Start data: N = 2 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+00 0.1000000000E+00 0.1773666249E+04 0.4174087899E+00 Solution data: 8 0.4499802022E-02 0.2364502113E-02 0.1319051542E-09 0.3086144241E-08 End data: problem: Dew Point Temperature - reduced system Start data: N = 3 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.1000000000E+00 0.9000000000E+00 0.8500000000E+02 0.1315685906E+00 0.8464743082E-01 Solution data: 7 0.2000000000E+00 0.9041219227E+00 0.8642394721E+02 0.7954446457E-15 0.6826041454E-08 End data: problem: Part. Oxid. of Methane with Oxygen - reduced Start data: N = 3 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.2200000000E+00 0.7500000000E-01 0.1000000000E-02 0.1085151600E+05 0.3171649794E+00 Solution data: 7 0.3228708395E+00 0.9223543539E-02 0.4601709096E-01 0.1703590612E-06 0.4671793807E-07 End data: problem: Sulphur Dioxide to Sulphur Trioxide - reduced Start data: N = 1 Format: iteration-number, (x(i),i=1,...N), Normf , Normx Initial data: 0 0.4000000000E+00 0.7173337357E-01 0.3780181538E+00 Solution data: 7 0.5333729003E+00 0.3760880496E-14 0.1542579278E-07 End data: