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/313956/13578254
htm htb_util.htm
Block List for Utility Library
Utilities
Array Function
Multi input/multi output functions
Discrete Tim
www.eeworm.com/read/308787/13691996
m integ2d.m
function som=integ2d(mat,x,y);
%INTEG2D Approximate 2-D integral.
% SOM=INTEG2D(MAT,X,Y) approximates the 2-D integral of
% matrix MAT according to abscissa X and ordinate Y.
%
% MAT : MxN matrix to
www.eeworm.com/read/303779/13808846
m integ2d.m
function som=integ2d(mat,x,y);
%INTEG2D Approximate 2-D integral.
% SOM=INTEG2D(MAT,X,Y) approximates the 2-D integral of
% matrix MAT according to abscissa X and ordinate Y.
%
% MAT : MxN matrix to
www.eeworm.com/read/303438/13816030
m integ2d.m
function som=integ2d(mat,x,y);
%INTEG2D Approximate 2-D integral.
% SOM=INTEG2D(MAT,X,Y) approximates the 2-D integral of
% matrix MAT according to abscissa X and ordinate Y.
%
% MAT : MxN matrix to
www.eeworm.com/read/302298/13838094
m m5_1.m
%%%%%%%%%%%%%%%% Trapezoidal or Simpson %%%%%%%%%%%%%%%%%%%%%%%%%%%
fprintf('\n Rules of Trapezoidal/Simpson\n');
fprintf('The function to be integrated is hard--coded infunction()\n');
z=input('
www.eeworm.com/read/301795/13848338
txt readme1st.txt
README FIRST for XFFT16
16-point, 16-bit Complex FFT
Contains:
xfft16ngo.zip: NGO files for FFT implementation with instructions
for Foundation schem
www.eeworm.com/read/127819/5994537
h euler.h
/***************************************************************************
euler.h - description
-------------------
copyright
www.eeworm.com/read/103510/6214665
c mq.c
/*
* pqueues interface for Real Time Linux.
*
* Timed services extension and user space integration for RTAI by
* Paolo Mantegazza .
*
* Copyright (
www.eeworm.com/read/213911/6312081
m events.m
function [value,isterminal,direction] = events(t,y)
% Locate the time when height passes through zero in a decreasing direction
% and stop integration.
value = y(1); % detect height = 0
iste
www.eeworm.com/read/389070/6353156
m m5_1.m
%%%%%%%%%%%%%%%% Trapezoidal or Simpson %%%%%%%%%%%%%%%%%%%%%%%%%%%
fprintf('\n Rules of Trapezoidal/Simpson\n');
fprintf('The function to be integrated is hard--coded infunction()\n');
z=input('