
fidaHeat2D_kry_bbd_p: Heat equation, parallel example for FIDA
                Discretized heat equation on 2D unit square.
                Zero boundary conditions, polynomial conditions.
                Mesh dimensions: 10 x 10         Total system size: 100

Subgrid dimensions:  5 x  5           Processor array:  2 x  2
Tolerance parameters: rtol = 0.00E+00   atol = 0.10E-02
Constraints set to force all solution components >= 0.
SUPPRESSALG = TRUE to remove boundary components from the error test.
Linear solver: SPGMR.    Preconditioner: BBDPRE - Banded-block-diagonal.


Case  1
  Difference quotient half-bandwidths = 5
  Retained matrix half-bandwidths = 1

Output Summary
  umax = max-norm of solution
  nre = nre + nreLS (total number of RES evals.)

   time         umax       k nst  nni  nli   nre   nge      h     npe  nps
--------------------------------------------------------------------------
 0.1000E-01   0.82411E+00  2  12   14    7  14+ 7   96   0.26E-02   8   21
 0.2000E-01   0.68812E+00  3  15   18   12  18+12   96   0.51E-02   8   30
 0.4000E-01   0.47075E+00  3  18   24   22  24+22  108   0.66E-02   9   46
 0.8000E-01   0.21660E+00  3  22   29   30  29+30  108   0.13E-01   9   59
 0.1600E+00   0.45659E-01  4  28   37   43  37+43  120   0.26E-01  10   80
 0.3200E+00   0.21097E-02  4  35   45   59  45+59  120   0.24E-01  10  104
 0.6400E+00   0.31625E-04  1  40   54   73  54+73  156   0.19E+00  13  127
 0.1280E+01   0.43719E-18  1  42   56   73  56+73  180   0.76E+00  15  129
 0.2560E+01   0.94789E-20  1  43   57   73  57+73  192   0.15E+01  16  130
 0.5120E+01   0.16907E-19  1  44   58   73  58+73  204   0.30E+01  17  131
 0.1024E+02   0.26411E-19  1  45   59   73  59+73  216   0.61E+01  18  132

Error test failures            =  1
Nonlinear convergence failures =  0
Linear convergence failures    =  0


Case  2
  Difference quotient half-bandwidths = 1
  Retained matrix half-bandwidths = 1

Output Summary
  umax = max-norm of solution
  nre = nre + nreLS (total number of RES evals.)

   time         umax       k nst  nni  nli   nre   nge      h     npe  nps
--------------------------------------------------------------------------
 0.1000E-01   0.82411E+00  2  12   14    7  14+ 7   32   0.26E-02   8   21
 0.2000E-01   0.68812E+00  3  15   18   12  18+12   32   0.51E-02   8   30
 0.4000E-01   0.47093E+00  3  19   23   20  23+20   36   0.10E-01   9   43
 0.8000E-01   0.21655E+00  3  23   27   32  27+32   36   0.10E-01   9   59
 0.1600E+00   0.45225E-01  4  27   33   44  33+44   40   0.20E-01  10   77
 0.3200E+00   0.21868E-02  3  34   41   67  41+67   44   0.41E-01  11  108
 0.6400E+00   0.32511E-18  1  39   49   86  49+86   52   0.16E+00  13  135
 0.1280E+01   0.16662E-18  1  41   51   86  51+86   60   0.66E+00  15  137
 0.2560E+01   0.10630E-17  1  42   52   86  52+86   64   0.13E+01  16  138
 0.5120E+01   0.89378E-17  1  43   53   86  53+86   68   0.26E+01  17  139
 0.1024E+02   0.69966E-16  1  44   54   86  54+86   72   0.52E+01  18  140

Error test failures            =  0
Nonlinear convergence failures =  0
Linear convergence failures    =  0
