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📄 airy_der.c

📁 开放gsl矩阵运算
💻 C
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/* specfunc/airy_der.c *  * Copyright (C) 1996, 1997, 1998, 1999, 2000 Gerard Jungman *  * This program is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or (at * your option) any later version. *  * This program is distributed in the hope that it will be useful, but * WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU * General Public License for more details. *  * You should have received a copy of the GNU General Public License * along with this program; if not, write to the Free Software * Foundation, Inc., 675 Mass Ave, Cambridge, MA 02139, USA. *//* Author:  G. Jungman */#include <config.h>#include <gsl/gsl_math.h>#include <gsl/gsl_errno.h>#include "gsl_sf_exp.h"#include "gsl_sf_airy.h"#include "error.h"#include "chebyshev.h"#include "cheb_eval_mode.c"/*-*-*-*-*-*-*-*-*-*-*-* Private Section *-*-*-*-*-*-*-*-*-*-*-*//* based on SLATEC aide.f, bide.f, aid.f, bid.f, r9admp.f */ /*  series for aif on the interval -1.00000e+00 to  1.00000e+00					with weighted error   5.22e-18					 log weighted error  17.28			       significant figures required  16.01				    decimal places required  17.73*/static double aif_data[8] = {   0.10527461226531408809,   0.01183613628152997844,   0.00012328104173225664,   0.00000062261225638140,   0.00000000185298887844,   0.00000000000363328873,   0.00000000000000504622,   0.00000000000000000522};static cheb_series aif_cs = {  aif_data,  7,  -1, 1,  7};/* series for aig on the interval -1.00000e+00 to  1.00000e+00					with weighted error   3.14e-19					 log weighted error  18.50			       significant figures required  17.44				    decimal places required  18.98*/static double aig_data[9] = {   0.021233878150918666852,   0.086315930335214406752,   0.001797594720383231358,   0.000014265499875550693,   0.000000059437995283683,   0.000000000152403366479,   0.000000000000264587660,   0.000000000000000331562,   0.000000000000000000314};static cheb_series aig_cs = {  aig_data,  8,  -1, 1,  8};/* series for aip2 on the interval  0.00000e+00 to  1.25000e-01					with weighted error   2.15e-17					 log weighted error  16.67			       significant figures required  14.27				    decimal places required  17.26*/static double aip2_data[15] = {    0.0065457691989713757,    0.0023833724120774592,   -0.0000430700770220586,    0.0000015629125858629,   -0.0000000815417186163,    0.0000000054103738057,   -0.0000000004284130883,    0.0000000000389497963,   -0.0000000000039623161,    0.0000000000004428184,   -0.0000000000000536297,    0.0000000000000069650,   -0.0000000000000009620,    0.0000000000000001403,   -0.0000000000000000215};static cheb_series aip2_cs = {  aip2_data,  14,  -1, 1,  9};/* series for aip1 on the interval  1.25000e-01 to  1.00000e+00					with weighted error   2.60e-17					 log weighted error  16.58			       significant figures required  14.91				    decimal places required  17.28*/static double aip1_data[25] = {    0.0358865097808301538,    0.0114668575627764899,   -0.0007592073583861400,    0.0000869517610893841,   -0.0000128237294298592,    0.0000022062695681038,   -0.0000004222295185921,    0.0000000874686415726,   -0.0000000192773588418,    0.0000000044668460054,   -0.0000000010790108052,    0.0000000002700029447,   -0.0000000000696480108,    0.0000000000184489907,   -0.0000000000050027817,    0.0000000000013852243,   -0.0000000000003908218,    0.0000000000001121536,   -0.0000000000000326862,    0.0000000000000096619,   -0.0000000000000028935,    0.0000000000000008770,   -0.0000000000000002688,    0.0000000000000000832,   -0.0000000000000000260};static cheb_series aip1_cs = {  aip1_data,  24,  -1, 1,  14};/* series for bif on the interval -1.00000e+00 to  1.00000e+00					with weighted error   9.05e-18					 log weighted error  17.04			       significant figures required  15.83				    decimal places required  17.49*/static double bif_data[8] = {   0.1153536790828570243,   0.0205007894049192875,   0.0002135290278902876,   0.0000010783960614677,   0.0000000032094708833,   0.0000000000062930407,   0.0000000000000087403,   0.0000000000000000090};static cheb_series bif_cs = {  bif_data,  7,  -1, 1,  7};/* series for big on the interval -1.00000e+00 to  1.00000e+00					with weighted error   5.44e-19					 log weighted error  18.26			       significant figures required  17.46				    decimal places required  18.74*/static double big_data[9] = {   -0.097196440416443537390,    0.149503576843167066571,    0.003113525387121326042,    0.000024708570579821297,    0.000000102949627731379,    0.000000000263970373987,    0.000000000000458279271,    0.000000000000000574283,    0.000000000000000000544};static cheb_series big_cs = {  big_data,  8,  -1, 1,  8};/* series for bif2 on the interval  1.00000e+00 to  8.00000e+00					with weighted error   3.82e-19					 log weighted error  18.42			       significant figures required  17.68				    decimal places required  18.92*/static double bif2_data[10] = {   0.323493987603522033521,   0.086297871535563559139,   0.002994025552655397426,   0.000051430528364661637,   0.000000525840250036811,   0.000000003561751373958,   0.000000000017146864007,   0.000000000000061663520,   0.000000000000000171911,   0.000000000000000000382};static cheb_series bif2_cs = {  bif2_data,  9,  -1, 1,  9};/* series for big2 on the interval  1.00000e+00 to  8.00000e+00					with weighted error   3.35e-17					 log weighted error  16.48			       significant figures required  16.52				    decimal places required  16.98*/static double big2_data[10] = {   1.6062999463621294578,   0.7449088819876088652,   0.0470138738610277380,   0.0012284422062548239,   0.0000173222412256624,   0.0000001521901652368,   0.0000000009113560249,   0.0000000000039547918,   0.0000000000000130017,   0.0000000000000000335};static cheb_series big2_cs = {  big2_data,  9,  -1, 1,  9};/* series for bip2 on the interval  0.00000e+00 to  1.25000e-01					with weighted error   2.07e-18					 log weighted error  17.69			       significant figures required  16.51				    decimal places required  18.42*/static double bip2_data[29] = {    -0.13269705443526630495,    -0.00568443626045977481,    -0.00015643601119611610,    -0.00001136737203679562,    -0.00000143464350991284,    -0.00000018098531185164,     0.00000000926177343611,     0.00000001710005490721,     0.00000000476698163504,    -0.00000000035195022023,    -0.00000000058890614316,    -0.00000000006678499608,     0.00000000006395565102,     0.00000000001554529427,    -0.00000000000792397000,    -0.00000000000258326243,     0.00000000000121655048,     0.00000000000038707207,    -0.00000000000022487045,    -0.00000000000004953477,     0.00000000000004563782,     0.00000000000000332998,    -0.00000000000000921750,     0.00000000000000094157,     0.00000000000000167154,    -0.00000000000000055134,    -0.00000000000000022369,     0.00000000000000017487,     0.00000000000000000207};static cheb_series bip2_cs = {  bip2_data,  28,  -1, 1,  14};/* series for bip1 on the interval  1.25000e-01 to  3.53553e-01					with weighted error   1.86e-17					 log weighted error  16.73			       significant figures required  15.67				    decimal places required  17.42*/static double bip1_data[24] = {   -0.1729187351079553719,   -0.0149358492984694364,   -0.0005471104951678566,    0.0001537966292958408,    0.0000154353476192179,   -0.0000065434113851906,    0.0000003728082407879,    0.0000002072078388189,   -0.0000000658173336470,    0.0000000074926746354,    0.0000000011101336884,   -0.0000000007265140553,    0.0000000001782723560,   -0.0000000000217346352,   -0.0000000000020302035,    0.0000000000019311827,   -0.0000000000006044953,    0.0000000000001209450,   -0.0000000000000125109,   -0.0000000000000019917,    0.0000000000000015154,   -0.0000000000000004977,    0.0000000000000001155,   -0.0000000000000000186};static cheb_series bip1_cs = {  bip1_data,  23,  -1, 1,  13};/* series for an22 on the interval -1.00000e+00 to -1.25000e-01					with weighted error   3.30e-17					 log weighted error  16.48			       significant figures required  14.95				    decimal places required  17.24*/static double an22_data[33] = {    0.0537418629629794329,   -0.0126661435859883193,   -0.0011924334106593007,   -0.0002032327627275655,   -0.0000446468963075164,   -0.0000113359036053123,   -0.0000031641352378546,   -0.0000009446708886149,   -0.0000002966562236472,   -0.0000000969118892024,   -0.0000000326822538653,   -0.0000000113144618964,   -0.0000000040042691002,   -0.0000000014440333684,   -0.0000000005292853746,   -0.0000000001967763374,   -0.0000000000740800096,   -0.0000000000282016314,   -0.0000000000108440066,   -0.0000000000042074801,   -0.0000000000016459150,   -0.0000000000006486827,   -0.0000000000002574095,   -0.0000000000001027889,   -0.0000000000000412846,   -0.0000000000000166711,   -0.0000000000000067657,   -0.0000000000000027585,   -0.0000000000000011296,   -0.0000000000000004645,   -0.0000000000000001917,   -0.0000000000000000794,   -0.0000000000000000330};static cheb_series an22_cs = {  an22_data,  32,  -1, 1,  18};/* series for an21 on the interval -1.25000e-01 to -1.56250e-02					with weighted error   3.43e-17					 log weighted error  16.47			       significant figures required  14.48				    decimal places required  17.16*/static double an21_data[24] = {    0.0198313155263169394,   -0.0029376249067087533,   -0.0001136260695958196,   -0.0000100554451087156,   -0.0000013048787116563,   -0.0000002123881993151,   -0.0000000402270833384,   -0.0000000084996745953,   -0.0000000019514839426,   -0.0000000004783865344,   -0.0000000001236733992,   -0.0000000000334137486,   -0.0000000000093702824,   -0.0000000000027130128,   -0.0000000000008075954,   -0.0000000000002463214,   -0.0000000000000767656,   -0.0000000000000243883,   -0.0000000000000078831,   -0.0000000000000025882,   -0.0000000000000008619,   -0.0000000000000002908,   -0.0000000000000000993,   -0.0000000000000000343};static cheb_series an21_cs = {  an21_data,  23,  -1, 1,  12};/* series for an20 on the interval -1.56250e-02 to  0.00000e+00					with weighted error   4.41e-17					 log weighted error  16.36			       significant figures required  14.16				    decimal places required  16.96*/static double an20_data[16] = {    0.0126732217145738027,   -0.0005212847072615621,   -0.0000052672111140370,

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