NAG Library Manual, Mark 28.3
Interfaces:  FL   CL   CPP   AD 

NAG CL Interface Introduction
Example description

nag_ode_bvp_fd_nonlin_gen (d02rac) Example Program Results

Calculation using analytic Jacobians

(User-supplied callback fcn, first invocation.)
(User-supplied callback g, first invocation.)
(User-supplied callback jacobf, first invocation.)
(User-supplied callback jacobg, first invocation.)
(User-supplied callback jaceps, first invocation.)
(User-supplied callback jacgep, first invocation.)
Solution on final mesh of 33 points 
      x            y_1          y_2          y_3
  0.000000       0.0000       0.0000       1.6872
  0.062500       0.0032       0.1016       1.5626
  0.125000       0.0125       0.1954       1.4398
  0.187500       0.0275       0.2816       1.3203
  0.250000       0.0476       0.3605       1.2054
  0.375000       0.1015       0.4976       0.9924
  0.500000       0.1709       0.6097       0.8048
  0.625000       0.2530       0.6999       0.6438
  0.703125       0.3095       0.7467       0.5563
  0.781250       0.3695       0.7871       0.4784
  0.937500       0.4978       0.8513       0.3490
  1.093750       0.6346       0.8977       0.2502
  1.250000       0.7776       0.9308       0.1763
  1.458333       0.9748       0.9598       0.1077
  1.666667       1.1768       0.9773       0.0639
  1.875000       1.3815       0.9876       0.0367
  2.031250       1.5362       0.9922       0.0238
  2.187500       1.6915       0.9952       0.0151
  2.500000       2.0031       0.9983       0.0058
  2.656250       2.1591       0.9990       0.0035
  2.812500       2.3153       0.9994       0.0021
  3.125000       2.6277       0.9998       0.0007
  3.750000       3.2526       1.0000       0.0001
  4.375000       3.8776       1.0000       0.0000
  5.000000       4.5026       1.0000       0.0000
  5.625000       5.1276       1.0000      -0.0000
  6.250000       5.7526       1.0000       0.0000
  6.875000       6.3776       1.0000      -0.0000
  7.500000       7.0026       1.0000       0.0000
  8.125000       7.6276       1.0000      -0.0000
  8.750000       8.2526       1.0000       0.0000
  9.375000       8.8776       1.0000      -0.0000
 10.000000       9.5026       1.0000       0.0000


Maximum estimated error by components 
    6.92e-05    1.81e-05