代码搜索:双积分AD

找到约 10,000 项符合「双积分AD」的源代码

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plg 变步长求积分.plg

Build Log --------------------Configuration: 变步长求积分 - Win32 Debug-------------------- Command Lines Results 变步长求积分.exe - 0 erro
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cpp 变步长求积分.cpp

#include #include #include double infe(double e,int n); double f(double x); int i; double s,tn,t2n,x,h,a,b; double infe(double e,int n) { s=(f(a)+f(b))/2.0;
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dsp 变步长求积分.dsp

# Microsoft Developer Studio Project File - Name="变步长求积分" - Package Owner= # Microsoft Developer Studio Generated Build File, Format Version 6.00 # ** DO NOT EDIT ** # TARGTYPE "Win32 (x86) Co
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dsw 变步长求积分.dsw

Microsoft Developer Studio Workspace File, Format Version 6.00 # WARNING: DO NOT EDIT OR DELETE THIS WORKSPACE FILE! ###############################################################################
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txt 定积分计算(romberg).txt

/* Romberg求定积分 输入:积分区间[a,b],被积函数f(x,y,z) 输出:积分结果 f(x,y,z)示例: double f0( double x, double l, double t ) { return sqrt(1.0+l*l*t*t*cos(t*x)*cos(t*x)); } */ dou
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txt 定积分计算(romberg).txt

/* Romberg求定积分 输入:积分区间[a,b],被积函数f(x,y,z) 输出:积分结果 f(x,y,z)示例: double f0( double x, double l, double t ) { return sqrt(1.0+l*l*t*t*cos(t*x)*cos(t*x)); } */ dou
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txt 定积分计算(romberg).txt

/* Romberg求定积分 输入:积分区间[a,b],被积函数f(x,y,z) 输出:积分结果 f(x,y,z)示例: double f0( double x, double l, double t ) { return sqrt(1.0+l*l*t*t*cos(t*x)*cos(t*x)); } */ dou