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📄 qk61.c

📁 该文件为c++的数学函数库!是一个非常有用的编程工具.它含有各种数学函数,为科学计算、工程应用等程序编写提供方便!
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/* integration/qk61.c *  * Copyright (C) 1996, 1997, 1998, 1999, 2000 Brian Gough *  * 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. */#include <config.h>#include <gsl/gsl_integration.h>/* Gauss quadrature weights and kronrod quadrature abscissae and   weights as evaluated with 80 decimal digit arithmetic by   L. W. Fullerton, Bell Labs, Nov. 1981. */static const double xgk[31] =   /* abscissae of the 61-point kronrod rule */{  0.999484410050490637571325895705811,  0.996893484074649540271630050918695,  0.991630996870404594858628366109486,  0.983668123279747209970032581605663,  0.973116322501126268374693868423707,  0.960021864968307512216871025581798,  0.944374444748559979415831324037439,  0.926200047429274325879324277080474,  0.905573307699907798546522558925958,  0.882560535792052681543116462530226,  0.857205233546061098958658510658944,  0.829565762382768397442898119732502,  0.799727835821839083013668942322683,  0.767777432104826194917977340974503,  0.733790062453226804726171131369528,  0.697850494793315796932292388026640,  0.660061064126626961370053668149271,  0.620526182989242861140477556431189,  0.579345235826361691756024932172540,  0.536624148142019899264169793311073,  0.492480467861778574993693061207709,  0.447033769538089176780609900322854,  0.400401254830394392535476211542661,  0.352704725530878113471037207089374,  0.304073202273625077372677107199257,  0.254636926167889846439805129817805,  0.204525116682309891438957671002025,  0.153869913608583546963794672743256,  0.102806937966737030147096751318001,  0.051471842555317695833025213166723,  0.000000000000000000000000000000000};/* xgk[1], xgk[3], ... abscissae of the 30-point gauss rule.    xgk[0], xgk[2], ... abscissae to optimally extend the 30-point gauss rule */static const double wg[15] =    /* weights of the 30-point gauss rule */{  0.007968192496166605615465883474674,  0.018466468311090959142302131912047,  0.028784707883323369349719179611292,  0.038799192569627049596801936446348,  0.048402672830594052902938140422808,  0.057493156217619066481721689402056,  0.065974229882180495128128515115962,  0.073755974737705206268243850022191,  0.080755895229420215354694938460530,  0.086899787201082979802387530715126,  0.092122522237786128717632707087619,  0.096368737174644259639468626351810,  0.099593420586795267062780282103569,  0.101762389748405504596428952168554,  0.102852652893558840341285636705415};static const double wgk[31] =   /* weights of the 61-point kronrod rule */{  0.001389013698677007624551591226760,  0.003890461127099884051267201844516,  0.006630703915931292173319826369750,  0.009273279659517763428441146892024,  0.011823015253496341742232898853251,  0.014369729507045804812451432443580,  0.016920889189053272627572289420322,  0.019414141193942381173408951050128,  0.021828035821609192297167485738339,  0.024191162078080601365686370725232,  0.026509954882333101610601709335075,  0.028754048765041292843978785354334,  0.030907257562387762472884252943092,  0.032981447057483726031814191016854,  0.034979338028060024137499670731468,  0.036882364651821229223911065617136,  0.038678945624727592950348651532281,  0.040374538951535959111995279752468,  0.041969810215164246147147541285970,  0.043452539701356069316831728117073,  0.044814800133162663192355551616723,  0.046059238271006988116271735559374,  0.047185546569299153945261478181099,  0.048185861757087129140779492298305,  0.049055434555029778887528165367238,  0.049795683427074206357811569379942,  0.050405921402782346840893085653585,  0.050881795898749606492297473049805,  0.051221547849258772170656282604944,  0.051426128537459025933862879215781,  0.051494729429451567558340433647099};voidgsl_integration_qk61 (const gsl_function * f, double a, double b,                      double *result, double *abserr,                      double *resabs, double *resasc){  double fv1[31], fv2[31];  gsl_integration_qk (31, xgk, wg, wgk, fv1, fv2, f, a, b, result, abserr, resabs, resasc);}

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