1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106 107 108 109 110 111 112
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3-species kinetics problem
Sensitivity: YES ( SIMULTANEOUS + FULL ERROR CONTROL )
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T Q H NST y1 y2 y3
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4.000e-01 3 4.881e-02 115
Solution 9.8517e-01 3.3864e-05 1.4794e-02
Sensitivity 1 -3.5595e-01 3.9025e-04 3.5556e-01
Sensitivity 2 9.5431e-08 -2.1309e-10 -9.5218e-08
Sensitivity 3 -1.5833e-11 -5.2900e-13 1.6362e-11
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4.000e+00 5 2.363e-01 138
Solution 9.0552e-01 2.2405e-05 9.4459e-02
Sensitivity 1 -1.8761e+00 1.7922e-04 1.8759e+00
Sensitivity 2 2.9614e-06 -5.8305e-10 -2.9608e-06
Sensitivity 3 -4.9334e-10 -2.7626e-13 4.9362e-10
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4.000e+01 3 1.485e+00 219
Solution 7.1583e-01 9.1856e-06 2.8416e-01
Sensitivity 1 -4.2475e+00 4.5913e-05 4.2475e+00
Sensitivity 2 1.3731e-05 -2.3573e-10 -1.3730e-05
Sensitivity 3 -2.2883e-09 -1.1380e-13 2.2884e-09
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4.000e+02 3 8.882e+00 331
Solution 4.5052e-01 3.2229e-06 5.4947e-01
Sensitivity 1 -5.9584e+00 3.5431e-06 5.9584e+00
Sensitivity 2 2.2738e-05 -2.2605e-11 -2.2738e-05
Sensitivity 3 -3.7896e-09 -4.9948e-14 3.7897e-09
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4.000e+03 2 1.349e+02 457
Solution 1.8320e-01 8.9423e-07 8.1680e-01
Sensitivity 1 -4.7501e+00 -5.9938e-06 4.7501e+00
Sensitivity 2 1.8809e-05 2.3126e-11 -1.8809e-05
Sensitivity 3 -3.1348e-09 -1.8758e-14 3.1348e-09
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4.000e+04 3 1.928e+03 545
Solution 3.8977e-02 1.6215e-07 9.6102e-01
Sensitivity 1 -1.5748e+00 -2.7619e-06 1.5748e+00
Sensitivity 2 6.2870e-06 1.1002e-11 -6.2870e-06
Sensitivity 3 -1.0478e-09 -4.5362e-15 1.0478e-09
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4.000e+05 3 1.751e+04 603
Solution 4.9394e-03 1.9854e-08 9.9506e-01
Sensitivity 1 -2.3640e-01 -4.5856e-07 2.3640e-01
Sensitivity 2 9.4530e-07 1.8331e-12 -9.4530e-07
Sensitivity 3 -1.5753e-10 -6.3637e-16 1.5753e-10
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4.000e+06 4 1.831e+05 655
Solution 5.1681e-04 2.0683e-09 9.9948e-01
Sensitivity 1 -2.5663e-02 -5.1050e-08 2.5663e-02
Sensitivity 2 1.0265e-07 2.0418e-13 -1.0265e-07
Sensitivity 3 -1.7110e-11 -6.8509e-17 1.7110e-11
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4.000e+07 4 2.417e+06 711
Solution 5.2039e-05 2.0817e-10 9.9995e-01
Sensitivity 1 -2.5997e-03 -5.1956e-09 2.5997e-03
Sensitivity 2 1.0399e-08 2.0782e-14 -1.0399e-08
Sensitivity 3 -1.7330e-12 -6.9328e-18 1.7330e-12
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4.000e+08 3 2.636e+07 755
Solution 5.2092e-06 2.0837e-11 9.9999e-01
Sensitivity 1 -2.6049e-04 -5.2122e-10 2.6049e-04
Sensitivity 2 1.0419e-09 2.0849e-15 -1.0419e-09
Sensitivity 3 -1.7362e-13 -6.9448e-19 1.7362e-13
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4.000e+09 2 3.136e+08 794
Solution 5.1691e-07 2.0676e-12 1.0000e+00
Sensitivity 1 -2.5902e-05 -5.1894e-11 2.5902e-05
Sensitivity 2 1.0361e-10 2.0757e-16 -1.0361e-10
Sensitivity 3 -1.7230e-14 -6.8920e-20 1.7230e-14
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4.000e+10 3 7.184e+09 818
Solution 5.5845e-08 2.2338e-13 1.0000e+00
Sensitivity 1 -2.6510e-06 -4.9641e-12 2.6510e-06
Sensitivity 2 1.0604e-11 1.9856e-17 -1.0604e-11
Sensitivity 3 -1.8615e-15 -7.4460e-21 1.8615e-15
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Final Statistics:
Current time = 43900737657.75381
Steps = 818
Error test fails = 28
NLS step fails = 2
Initial step size = 8.236259832589498e-14
Last step size = 7184288709.869884
Current step size = 7184288709.869884
Last method order = 3
Current method order = 3
Stab. lim. order reductions = 0
RHS fn evals = 1160
NLS iters = 1157
NLS fails = 6
NLS iters per step = 1.414425427872861
LS setups = 136
Jac fn evals = 20
LS RHS fn evals = 0
Prec setup evals = 0
Prec solves = 0
LS iters = 0
LS fails = 0
Jac-times setups = 0
Jac-times evals = 0
LS iters per NLS iter = 0
Jac evals per NLS iter = 0.01728608470181504
Prec evals per NLS iter = 0
Root fn evals = 0
Sens fn evals = 3480
Sens RHS fn evals = 0
Sens error test fails = 0
Sens LS setups = 0
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