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fvn_fnlib/besk1.f 1.91 KB
38581db0c   daniau   git-svn-id: https...
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        function besk1 (x)
  c july 1980 version.  w. fullerton, c3, los alamos scientific lab.
        dimension bk1cs(11)
        external  besi1, besk1e, csevl, inits, r1mach
  c
  c series for bk1        on the interval  0.          to  4.00000d+00
  c                                        with weighted error   7.02e-18
  c                                         log weighted error  17.15
  c                               significant figures required  16.73
  c                                    decimal places required  17.67
  c
        data bk1 cs( 1) /    .0253002273 389477705e0 /
        data bk1 cs( 2) /   -.3531559607 76544876e0 /
        data bk1 cs( 3) /   -.1226111808 22657148e0 /
        data bk1 cs( 4) /   -.0069757238 596398643e0 /
        data bk1 cs( 5) /   -.0001730288 957513052e0 /
        data bk1 cs( 6) /   -.0000024334 061415659e0 /
        data bk1 cs( 7) /   -.0000000221 338763073e0 /
        data bk1 cs( 8) /   -.0000000001 411488392e0 /
        data bk1 cs( 9) /   -.0000000000 006666901e0 /
        data bk1 cs(10) /   -.0000000000 000024274e0 /
        data bk1 cs(11) /   -.0000000000 000000070e0 /
  c
        data ntk1, xmin, xsml, xmax /0, 0., 0., 0. /
  c
        if (ntk1.ne.0) go to 10
        ntk1 = inits (bk1cs, 11, 0.1*r1mach(3))
        xmin = exp (amax1(alog(r1mach(1)), -alog(r1mach(2))) + .01)
        xsml = sqrt (4.0*r1mach(3))
        xmax = -alog(r1mach(1))
        xmax = xmax - 0.5*xmax*alog(xmax)/(xmax+0.5) - 0.01
  c
   10   if (x.le.0.) call seteru (29hbesk1   x is zero or negative, 29,
       1  2, 2)
        if (x.gt.2.0) go to 20
  c
        if (x.lt.xmin) call seteru (31hbesk1   x so small k1 overflows,
       1  31, 3, 2)
        y = 0.
        if (x.gt.xsml) y = x*x
        besk1 = alog(0.5*x)*besi1(x) +
       1  (0.75 + csevl (.5*y-1., bk1cs, ntk1))/x
        return
  c
   20   besk1 = 0.
        if (x.gt.xmax) call seteru (30hbesk1   x so big k1 underflows,
       1  30, 1, 0)
        if (x.gt.xmax) return
  c
        besk1 = exp(-x) * besk1e(x)
  c
        return
        end