代码搜索：Normalized
找到约 4,216 项符合「Normalized」的源代码
代码结果 4,216
www.eeworm.com/read/154843/11923907
m lpczz2ss.m
function ss=lpczz2ss(zz)
%LPCZZ2SS Convert z-place poles to s-plane poles SS=(ZZ)
%the s-plane is in units of Normalized Hz and so the imaginary part
% of each ss() value is in the range +-0.5
%
www.eeworm.com/read/150238/12302753
m lpczz2ss.m
function ss=lpczz2ss(zz)
%LPCZZ2SS Convert z-place poles to s-plane poles SS=(ZZ)
%the s-plane is in units of Normalized Hz and so the imaginary part
% of each ss() value is in the range +-0.5
%
www.eeworm.com/read/150238/12302837
m lpcss2zz.m
function zz=lpcss2zz(ss)
%LPCSS2ZZ Convert s-place poles to z-plane poles ZZ=(SS)
%the s-plane is in units of Normalized Hz and so the imaginary part
% of each ss() value is in the range +-0.5
%
www.eeworm.com/read/336521/12439391
m lpcss2zz.m
function zz=lpcss2zz(ss)
%LPCSS2ZZ Convert s-place poles to z-plane poles ZZ=(SS)
%the s-plane is in units of Normalized Hz and so the imaginary part
% of each ss() value is in the range +-0.5
%
www.eeworm.com/read/336521/12439858
m lpczz2ss.m
function ss=lpczz2ss(zz)
%LPCZZ2SS Convert z-place poles to s-plane poles SS=(ZZ)
%the s-plane is in units of Normalized Hz and so the imaginary part
% of each ss() value is in the range +-0.5
%
www.eeworm.com/read/128468/14295557
m x2pgm.m
function x2pgm(X,width,height,fname)
% x2pgm(X,fname)
%
% X2PGM write an image from the vector X to the file fname
% in the PGM format. The vector is supposed to be double
% and normalized to .
www.eeworm.com/read/228372/14387877
m lpcss2zz.m
function zz=lpcss2zz(ss)
%LPCSS2ZZ Convert s-place poles to z-plane poles ZZ=(SS)
%the s-plane is in units of Normalized Hz and so the imaginary part
% of each ss() value is in the range +-0.5
%
www.eeworm.com/read/228372/14388163
m lpczz2ss.m
function ss=lpczz2ss(zz)
%LPCZZ2SS Convert z-place poles to s-plane poles SS=(ZZ)
%the s-plane is in units of Normalized Hz and so the imaginary part
% of each ss() value is in the range +-0.5
%
www.eeworm.com/read/223158/14651437
m lpcss2zz.m
function zz=lpcss2zz(ss)
%LPCSS2ZZ Convert s-place poles to z-plane poles ZZ=(SS)
%the s-plane is in units of Normalized Hz and so the imaginary part
% of each ss() value is in the range +-0.5
%