Fourier-Bessel representation uses Bessel functions as a basis function set. The Bessel functions are the solution of the linear second-order differential equation of the form [24–27], (1)x2d2ydx2+xdydx+(x2−v
也许你可以试试boost库。gcc的libstdc++的实现是自己手写的 gcc/libstdc++-v3/include/tr1/bessel_funct...
Bessel Function Distributionsdoi:10.1002/0471667196.ess0126.pub2This article has no abstract.John Wiley & Sons, Inc.Encyclopedia of Statistical SciencesMcKay A.T., (1932). A Bessel function distribution. Biometrika, 24, 39-44
// crt_bessel1.c#include<math.h>#include<stdio.h>intmain(void){doublex =2.387;intn =3, c;printf("Bessel functions for x = %f:\n", x );printf(" Kind Order Function Result\n\n");printf(" First 0 _j0( x ) %f\n", _j0( x ) );printf(" First 1 _j1( x ) %f\n",...
printf("The function of bessel's is went to ∞ !"); } system("pause"); } double Bessel(int n, double x) { if (n == 1) //结束条件1 { return sin(x) / x; } else if (n == 2) //结束条件2 { return sin(x) / (x*x) - cos(x)/x; ...
printf("The function of bessel's is went to ∞ !"); } system("pause"); } doubleBessel(intn,doublex) { if(n==1)//结束条件1 { returnsin(x)/x; } elseif(n==2)//结束条件2 { returnsin(x)/(x*x)-cos(x)/x; } else ...
MATLAB Online에서 열기 clc closeall x=linspace(0,100,10^6); Bi=0.1; error=10; fori=1:10^6 x(i+1)=x(i)-(x(i).*besselj(1,x(i))-Bi*besselj(0,x(i)))./(x(i).*besselj(0,x(i))+Bi*besselj(1,(x(i))); err...
An approach to the generalized Bessel–Maitland function is proposed in the present paper. It is denoted by $\mathcal{J}_{\nu , \lambda }^{\mu }$ , where $\mu >0$ and $\lambda ,\nu \in \mathbb{C\ }$ get increasing interest from both theoretical mathem
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V. Nathwani, "On a unification of generalized Mittag-Leffler function and family of Bessel functions," Adv. Pure Math., 3, No. 1, 127-137 (2013).J. C. Prajapati, B. I. Dave and B. V. Nathwani, On a Unification of Generalized Mittag-Leffler Function and Family of Bessel Functions,...