代码搜索:Integration

找到约 3,762 项符合「Integration」的源代码

代码结果 3,762
www.eeworm.com/read/492033/6430537

h beamgen3d.h

#ifndef BEAMGEN3D_H #define BEAMGEN3D_H #include "alias.h" struct matrix; struct vector; struct ivector; /** class beamgen3d describes threedimensional beam with general cross section where c
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h dst.h

#ifndef DST_H #define DST_H #include "alias.h" struct matrix; struct vector; struct ivector; class dstelem { public: dstelem (void); ~dstelem (void); void eleminit (long eid); void tran_mat
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h quadwedge.h

#ifndef QUADWEDGE_H #define QUUADWEDGE_H #include "alias.h" struct matrix; struct vector; struct ivector; /** class quadwedge defines wedge elements with quadratic approximation functions
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h linwedge.h

#ifndef LINWEDGE_H #define LINWEDGE_H #include "alias.h" struct matrix; struct vector; struct ivector; /** class lintet defines tetrahedral elements with linear approximation functions JK
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m simptol.m

function [z, n] = simptol(func,a,b,tol) % Routine for Simpson's 1/3 rule integration to specified tolerance. % % USAGE: [z, n] = traptol('function',a,b,tol) % % input: function = name of extern
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m traptol.m

function [z, n] = traptol(func,a,b,tol) % Routine for trapezoidal integration to specified tolerance. % % USAGE: [z, n] = traptol('function',a,b,tol) % % input: function = name of external func
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m trapint.m

function z = trapint(x, y) % Trapezoidal integration of (x,y) data % UNEQUALLY SPACED DATA % % USAGE: z = trapint(x,y) % % input: x = vector of x values % y = vector of y values %
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m quadndg.m

function int = quadndg(fun,xlow,xhigh,tol) %usage: int = quadndg('Fun',xlow,xhigh) %or % int = quadndg('Fun',xlow,xhigh,tol) % %This function is similar to QUAD or QUAD8 for n-dimensional inte
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m cquadnd.m

function nvol = cquadnd (fun,lowerlim,upperlim,nquad) %usage: nvol = cquadnd (fun,lowerlim,upperlim,nquad); % n -- number of dimensions to integrate % nvol -- value of the n-dimensional integral % fu
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m gquadnd.m

function nvol = gquadnd (fun,lowerlim,upperlim,nquad) %usage: nvol = gquadnd (fun,lowerlim,upperlim,nquad); % n -- number of dimensions to integrate % nvol -- value of the n-dimensional integral % fu