代码搜索：Approximation
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www.eeworm.com/read/458661/7291840
m kingeval.m
% kingeval.m - evaluate King's 3-term sinusoidal current approximation
%
% Usage: I = kingeval(L,A,z)
%
% L = antenna length in wavelengths
% A = coefficient vector for sinusoidal terms A = [A1]
www.eeworm.com/read/452284/7442665
m inihip2.m
function Hip=inihip2(L,Q,wp);
% INIHIP2
% MATLAB m-file for fractional delay approximation
% Initialisation for upsampling interpolation design
%
% First version: 28.12.1992 / Timo Laakso
% This
www.eeworm.com/read/244387/12869302
c nsqrt.c
/*
* File: nsqrt.c
* -------------
* This program calculates square roots using Newton's
* method for successive approximation.
*/
#include
#include
#include "genlib.h"
/*
*
www.eeworm.com/read/140697/13066839
m alg042.m
% ROMBERG ALGORITHM 4.2
%
% To approximate I = integral ( f(x) dx ) from a to b:
%
% INPUT: endpoints a, b; integer n.
%
% OUTPUT: an array R. ( R(2,n) is the approximation to I.
www.eeworm.com/read/140697/13067035
m alg042.m
% ROMBERG ALGORITHM 4.2
%
% To approximate I = integral ( f(x) dx ) from a to b:
%
% INPUT: endpoints a, b; integer n.
%
% OUTPUT: an array R. ( R(2,n) is the approximation to I.
www.eeworm.com/read/238825/13322339
m derivative.m
function [deriv,dy] = derivative(x,y,order,last)
% derivative : Derivative approximation
%Syntax: [deriv, dif_table] = derivative(x,y,{order=1,mode='silent'}) or derivative(y)
%
% Computes the numeric
www.eeworm.com/read/315751/13536802
m kingeval.m
% kingeval.m - evaluate King's 3-term sinusoidal current approximation
%
% Usage: I = kingeval(L,A,z)
%
% L = antenna length in wavelengths
% A = coefficient vector for sinusoidal terms A = [A1]
www.eeworm.com/read/315460/13542106
c nsqrt.c
/*
* File: nsqrt.c
* -------------
* This program calculates square roots using Newton's
* method for successive approximation.
*/
#include
#include
#include "genlib.h"
/*
*
www.eeworm.com/read/303512/13813867
m kingeval.m
% kingeval.m - evaluate King's 3-term sinusoidal current approximation
%
% Usage: I = kingeval(L,A,z)
%
% L = antenna length in wavelengths
% A = coefficient vector for sinusoidal terms A = [A1]
www.eeworm.com/read/385178/6285175
txt readme.txt
Structural EM for BNT
Written by Wei Hu (wei.hu@intel.com) 2002
The attached files are SEM codes and test applications.
It is based on the junction tree inference engine, and use BK approximation