 
TOMS352_PRB
  Test TOMS algorithm 352, which finds the
  characteristic values and associated
  solutions of Matthieu's differential
  equation.
 
TEST01
  Test BESSEL, which can compute
  J0 Bessel functions.
 
      X         Exact Value      Computed
 
   -5.0000   -0.17759677       -0.17759677    
   -4.0000   -0.39714981       -0.39714981    
   -3.0000   -0.26005195       -0.26005195    
   -2.0000    0.22389078        0.22389078    
   -1.0000    0.76519769        0.76519769    
    0.0000     1.0000000         1.0000000    
    1.0000    0.76519769        0.76519769    
    2.0000    0.22389078        0.22389078    
    3.0000   -0.26005195       -0.26005195    
    4.0000   -0.39714981       -0.39714981    
    5.0000   -0.17759677       -0.17759677    
    6.0000    0.15064526        0.15064526    
    7.0000    0.30007927        0.30007927    
    8.0000    0.17165081        0.17165081    
    9.0000   -0.90333611E-01   -0.90333611E-01
   10.0000   -0.24593576       -0.24593576    
   11.0000   -0.17119030       -0.17119030    
   12.0000    0.47689311E-01    0.47689311E-01
   13.0000    0.20692610        0.20692610    
   14.0000    0.17107348        0.17107348    
   15.0000   -0.14224473E-01   -0.14224473E-01
 
TEST02
  Test BESSEL, which can compute
  J1 Bessel functions.
 
      X         Exact Value      Computed
 
   -5.0000    0.32757914        0.32757914    
   -4.0000    0.66043328E-01    0.66043328E-01
   -3.0000   -0.33905896       -0.33905896    
   -2.0000   -0.57672481       -0.57672481    
   -1.0000   -0.44005059       -0.44005059    
    0.0000     0.0000000         0.0000000    
    1.0000    0.44005059        0.44005059    
    2.0000    0.57672481        0.57672481    
    3.0000    0.33905896        0.33905896    
    4.0000   -0.66043328E-01   -0.66043328E-01
    5.0000   -0.32757914       -0.32757914    
    6.0000   -0.27668386       -0.27668386    
    7.0000   -0.46828235E-02   -0.46828235E-02
    8.0000    0.23463635        0.23463635    
    9.0000    0.24531179        0.24531179    
   10.0000    0.43472746E-01    0.43472746E-01
   11.0000   -0.17678530       -0.17678530    
   12.0000   -0.22344710       -0.22344710    
   13.0000   -0.70318052E-01   -0.70318052E-01
   14.0000    0.13337515        0.13337515    
   15.0000    0.20510404        0.20510404    
 
TEST03
  Test BESSEL, which can compute
  Y0 Bessel functions.
 
      X         Exact Value      Computed
 
    0.1000    -1.5342387        -1.5342387    
    1.0000    0.88256964E-01    0.88256964E-01
    2.0000    0.51037567        0.51037567    
    3.0000    0.37685001        0.37685001    
    4.0000   -0.16940739E-01   -0.16940739E-01
    5.0000   -0.30851763       -0.30851763    
    6.0000   -0.28819468       -0.28819468    
    7.0000   -0.25949744E-01   -0.25949744E-01
    8.0000    0.22352149        0.22352149    
    9.0000    0.24993670        0.24993670    
   10.0000    0.55671167E-01    0.55671167E-01
   11.0000   -0.16884732       -0.16884732    
   12.0000   -0.22523731       -0.22523731    
   13.0000   -0.78207865E-01   -0.78207865E-01
   14.0000    0.12719257        0.12719257    
   15.0000    0.20546430        0.20546430    
 
TEST04
  Test BESSEL, which can compute
  Y1 Bessel functions.
 
      X         Exact Value      Computed
 
    0.1000    -6.4589511        -6.4589511    
    1.0000   -0.78121282       -0.78121282    
    2.0000   -0.10703243       -0.10703243    
    3.0000    0.32467442        0.32467442    
    4.0000    0.39792571        0.39792571    
    5.0000    0.14786314        0.14786314    
    6.0000   -0.17501034       -0.17501034    
    7.0000   -0.30266724       -0.30266724    
    8.0000   -0.15806046       -0.15806046    
    9.0000    0.10431458        0.10431458    
   10.0000    0.24901542        0.24901542    
   11.0000    0.16370554        0.16370554    
   12.0000   -0.57099218E-01   -0.57099218E-01
   13.0000   -0.21008141       -0.21008141    
   14.0000   -0.16664484       -0.16664484    
   15.0000    0.21073628E-01    0.21073628E-01
 
TEST05
  Test MFCVAL, which can compute
  the eigenvalues and eigensolutions
  of Mathieu's differential equation.
 
  Here, we work with EVEN solutions.
 
       R       Q      Exact Value      Computed
 
       0       0     0.0000000         0.0000000    
       1       0     1.0000000         1.0000000    
       2       0     4.0000000         4.0000000    
      15       0     225.00000         225.00000    
       5       0     25.000000         25.000000    
       5       5     25.549972         25.549972    
       5      10     27.703769         27.703769    
       5      15     31.957821         31.957821    
       5      20     36.644990         36.644990    
       5      25     40.050191         40.050191    
       0       5    -5.8000460        -5.8000460    
       0      25    -40.256780        -40.256780    
       1      20    -14.491301        -14.491301    
       2      15     5.0779832         5.0779832    
      10      10     100.50677         100.50677    
 
TEST06
  Test MFCVAL, which can compute
  the eigenvalues and eigensolutions
  of Mathieu's differential equation.
 
  Here, we work with ODD solutions.
 
       R       Q      Exact Value      Computed
 
       1       0     1.0000000         1.0000000    
       1      25    -40.256779        -40.256779    
       2       0     4.0000000         4.0000000    
       2       5     2.0994604         2.0994604    
       2      10    -2.3821582        -2.3821582    
       2      15    -8.0993468        -8.0993468    
       2      20    -14.491063        -14.491063    
       2      25    -21.314861        -21.314861    
       5      15     27.967881         27.967881    
      10       0     100.00000         100.00000    
      10      10     100.50677         100.50677    
      15       0     225.00000         225.00000    
      15      20     225.89515         225.89515    
 
TOMS352_PRB
  Normal end of execution.
 
