464 {1.254E+0, 1.440E+0, 2.426E+2, 1.200E+4, 1.159E-1},
465 {1.229E+0, 1.397E+0, 4.845E+2, 5.873E+3, 5.225E-2},
466 {1.411E+0, 1.600E+0, 7.256E+2, 3.013E+3, 4.578E-2},
467 {2.248E+0, 2.590E+0, 9.660E+2, 1.538E+2, 3.475E-2},
468 {2.474E+0, 2.815E+0, 1.206E+3, 1.060E+3, 2.855E-2},
469 {2.631E+0, 2.601E+0, 1.701E+3, 1.279E+3, 1.638E-2},
470 {2.954E+0, 3.350E+0, 1.683E+3, 1.900E+3, 2.513E-2},
471 {2.652E+0, 3.000E+0, 1.920E+3, 2.000E+3, 2.230E-2},
472 {2.085E+0, 2.352E+0, 2.157E+3, 2.634E+3, 1.816E-2},
473 {1.951E+0, 2.199E+0, 2.393E+3, 2.699E+3, 1.568E-2},
475 {2.542E+0, 2.869E+0, 2.628E+3, 1.854E+3, 1.472E-2},
476 {3.791E+0, 4.293E+0, 2.862E+3, 1.009E+3, 1.397E-2},
477 {4.154E+0, 4.739E+0, 2.766E+3, 1.645E+2, 2.023E-2},
478 {4.914E+0, 5.598E+0, 3.193E+3, 2.327E+2, 1.419E-2},
479 {3.232E+0, 3.647E+0, 3.561E+3, 1.560E+3, 1.267E-2},
480 {3.447E+0, 3.891E+0, 3.792E+3, 1.219E+3, 1.211E-2},
481 {5.301E+0, 6.008E+0, 3.969E+3, 6.451E+2, 1.183E-2},
482 {5.731E+0, 6.500E+0, 4.253E+3, 5.300E+2, 1.123E-2},
483 {5.152E+0, 5.833E+0, 4.482E+3, 5.457E+2, 1.129E-2},
484 {5.521E+0, 6.252E+0, 4.710E+3, 5.533E+2, 1.112E-2},
486 {5.201E+0, 5.884E+0, 4.938E+3, 5.609E+2, 9.995E-3},
487 {4.858E+0, 5.489E+0, 5.260E+3, 6.511E+2, 8.930E-3},
488 {4.479E+0, 5.055E+0, 5.391E+3, 9.523E+2, 9.117E-3},
489 {3.983E+0, 4.489E+0, 5.616E+3, 1.336E+3, 8.413E-3},
490 {3.469E+0, 3.907E+0, 5.725E+3, 1.461E+3, 8.829E-3},
491 {3.519E+0, 3.963E+0, 6.065E+3, 1.243E+3, 7.782E-3},
492 {3.140E+0, 3.535E+0, 6.288E+3, 1.372E+3, 7.361E-3},
493 {3.553E+0, 4.004E+0, 6.205E+3, 5.551E+2, 8.763E-3},
494 {3.696E+0, 4.194E+0, 4.649E+3, 8.113E+1, 2.242E-2},
495 {4.210E+0, 4.750E+0, 6.953E+3, 2.952E+2, 6.809E-3},
497 {5.041E+0, 5.697E+0, 7.173E+3, 2.026E+2, 6.725E-3},
498 {5.554E+0, 6.300E+0, 6.496E+3, 1.100E+2, 9.689E-3},
499 {5.323E+0, 6.012E+0, 7.611E+3, 2.925E+2, 6.447E-3},
500 {5.874E+0, 6.656E+0, 7.395E+3, 1.175E+2, 7.684E-3},
501 {6.658E+0, 7.536E+0, 7.694E+3, 2.223E+2, 6.509E-3},
502 {6.413E+0, 7.240E+0, 1.185E+4, 1.537E+2, 2.880E-3},
503 {5.694E+0, 6.429E+0, 8.478E+3, 2.929E+2, 6.087E-3},
504 {6.339E+0, 7.159E+0, 8.693E+3, 3.303E+2, 6.003E-3},
505 {6.407E+0, 7.234E+0, 8.907E+3, 3.678E+2, 5.889E-3},
506 {6.734E+0, 7.603E+0, 9.120E+3, 4.052E+2, 5.765E-3},
508 {6.901E+0, 7.791E+0, 9.333E+3, 4.427E+2, 5.587E-3},
509 {6.424E+0, 7.248E+0, 9.545E+3, 4.802E+2, 5.376E-3},
510 {6.799E+0, 7.671E+0, 9.756E+3, 5.176E+2, 5.315E-3},
511 {6.109E+0, 6.887E+0, 9.966E+3, 5.551E+2, 5.151E-3},
512 {5.924E+0, 6.677E+0, 1.018E+4, 5.925E+2, 4.919E-3},
513 {5.238E+0, 5.900E+0, 1.038E+4, 6.300E+2, 4.758E-3},
515 {5.345E+0, 6.038E+0, 6.790E+3, 3.978E+2, 1.676E-2},
516 {5.814E+0, 6.554E+0, 1.080E+4, 3.555E+2, 4.626E-3},
517 {6.229E+0, 7.024E+0, 1.101E+4, 3.709E+2, 4.540E-3},
518 {6.409E+0, 7.227E+0, 1.121E+4, 3.864E+2, 4.474E-3},
520 {7.500E+0, 8.480E+0, 8.608E+3, 3.480E+2, 9.074E-3},
521 {6.979E+0, 7.871E+0, 1.162E+4, 3.924E+2, 4.402E-3},
522 {7.725E+0, 8.716E+0, 1.183E+4, 3.948E+2, 4.376E-3},
523 {8.337E+0, 9.425E+0, 1.051E+4, 2.696E+2, 6.206E-3},
524 {7.287E+0, 8.218E+0, 1.223E+4, 3.997E+2, 4.447E-3},
525 {7.899E+0, 8.911E+0, 1.243E+4, 4.021E+2, 4.511E-3},
526 {8.041E+0, 9.071E+0, 1.263E+4, 4.045E+2, 4.540E-3},
527 {7.488E+0, 8.444E+0, 1.283E+4, 4.069E+2, 4.420E-3},
528 {7.291E+0, 8.219E+0, 1.303E+4, 4.093E+2, 4.298E-3},
529 {7.098E+0, 8.000E+0, 1.323E+4, 4.118E+2, 4.182E-3},
531 {6.909E+0, 7.786E+0, 1.343E+4, 4.142E+2, 4.058E-3},
532 {6.728E+0, 7.580E+0, 1.362E+4, 4.166E+2, 3.976E-3},
533 {6.551E+0, 7.380E+0, 1.382E+4, 4.190E+2, 3.877E-3},
534 {6.739E+0, 7.592E+0, 1.402E+4, 4.214E+2, 3.863E-3},
535 {6.212E+0, 6.996E+0, 1.421E+4, 4.239E+2, 3.725E-3},
536 {5.517E+0, 6.210E+0, 1.440E+4, 4.263E+2, 3.632E-3},
537 {5.220E+0, 5.874E+0, 1.460E+4, 4.287E+2, 3.498E-3},
538 {5.071E+0, 5.706E+0, 1.479E+4, 4.330E+2, 3.405E-3},
539 {4.926E+0, 5.542E+0, 1.498E+4, 4.335E+2, 3.342E-3},
540 {4.788E+0, 5.386E+0, 1.517E+4, 4.359E+2, 3.292E-3},
542 {4.893E+0, 5.505E+0, 1.536E+4, 4.384E+2, 3.243E-3},
543 {5.028E+0, 5.657E+0, 1.555E+4, 4.408E+2, 3.195E-3},
544 {4.738E+0, 5.329E+0, 1.574E+4, 4.432E+2, 3.186E-3},
545 {4.587E+0, 5.160E+0, 1.541E+4, 4.153E+2, 3.406E-3},
546 {5.201E+0, 5.851E+0, 1.612E+4, 4.416E+2, 3.122E-3},
547 {5.071E+0, 5.704E+0, 1.630E+4, 4.409E+2, 3.082E-3},
548 {4.946E+0, 5.563E+0, 1.649E+4, 4.401E+2, 2.965E-3},
549 {4.477E+0, 5.034E+0, 1.667E+4, 4.393E+2, 2.871E-3},
551 {4.844E+0, 5.458E+0, 7.852E+3, 9.758E+2, 2.077E-2},
552 {4.307E+0, 4.843E+0, 1.704E+4, 4.878E+2, 2.882E-3},
554 {4.723E+0, 5.311E+0, 1.722E+4, 5.370E+2, 2.913E-3},
555 {5.319E+0, 5.982E+0, 1.740E+4, 5.863E+2, 2.871E-3},
556 {5.956E+0, 6.700E+0, 1.780E+4, 6.770E+2, 2.660E-3},
557 {6.158E+0, 6.928E+0, 1.777E+4, 5.863E+2, 2.812E-3},
558 {6.203E+0, 6.979E+0, 1.795E+4, 5.863E+2, 2.776E-3},
559 {6.181E+0, 6.954E+0, 1.812E+4, 5.863E+2, 2.748E-3},
560 {6.949E+0, 7.820E+0, 1.830E+4, 5.863E+2, 2.737E-3},
561 {7.506E+0, 8.448E+0, 1.848E+4, 5.863E+2, 2.727E-3},
562 {7.648E+0, 8.609E+0, 1.866E+4, 5.863E+2, 2.697E-3},
563 {7.711E+0, 8.679E+0, 1.883E+4, 5.863E+2, 2.641E-3},
565 {7.407E+0, 8.336E+0, 1.901E+4, 5.863E+2, 2.603E-3},
566 {7.290E+0, 8.204E+0, 1.918E+4, 5.863E+2, 2.673E-3}
572 if ( T < 40.0 && 5 == i) {
577 }
else if ( T < 10.0 ) {
584 G4double shigh =
G4Log( 1.0 + a[i][3]/T + a[i][4]*T ) * a[i][2]/T ;
585 ionloss = slow*shigh*fac / (slow + shigh) ;
587 if ( ionloss < 0.0) { ionloss = 0.0; }
G4double G4Log(G4double x)
G4double G4Exp(G4double initial_x)
Exponential Function double precision.
static const G4double fac