代码搜索：2PI
找到约 107 项符合「2PI」的源代码
代码结果 107
www.eeworm.com/read/197649/7982977
m wign2.m
function [wg,t,f] = wign2(x,t0,t1)
% The function WIGN2 generates an edge treated Wigner distribution.
%
% The output is in equi-frequency scaling.
% The edges are treated.
% W(t,f)=1/2pi int[s
www.eeworm.com/read/142092/12963142
m wign2.m
function [wg,t,f] = wign2(x,t0,t1)
% The function WIGN2 generates an edge treated Wigner distribution.
%
% The output is in equi-frequency scaling.
% The edges are treated.
% W(t,f)=1/2pi int[s
www.eeworm.com/read/232874/4696028
m fft2_mid0.m
function y=fft_mid0(x)
% fftmid0 -- 1d fft with argument [-pi,pi] (instead of [0,2pi])
% Usage:
% Y = fft_mid0(X)
% Inputs:
% X Array(n)
% Outputs:
% Y Array(n)
% Description:
% Performs 1d
www.eeworm.com/read/271244/11002002
m wign1.m
function [wg,t,f] = wign1(x,t0,t1)
% The function WIGN1 generates a Wigner distribution.
%
% The output is in equi-frequency scaling.
% The edges are not treated.
% W(t,f)=1/2pi int[s*(t-.5tau)
www.eeworm.com/read/197649/7982975
m wign1.m
function [wg,t,f] = wign1(x,t0,t1)
% The function WIGN1 generates a Wigner distribution.
%
% The output is in equi-frequency scaling.
% The edges are not treated.
% W(t,f)=1/2pi int[s*(t-.5tau)
www.eeworm.com/read/142092/12963139
m wign1.m
function [wg,t,f] = wign1(x,t0,t1)
% The function WIGN1 generates a Wigner distribution.
%
% The output is in equi-frequency scaling.
% The edges are not treated.
% W(t,f)=1/2pi int[s*(t-.5tau)
www.eeworm.com/read/248077/4471002
m ex12_8.m
% EX12_8.M Perform 2D symbolic integration of the function
% x*sin(y)+y*cos(x) over fixed limits
% pi < y < 2pi, 0 < x < pi
inty=int('x*sin(y)+y*cos(x)','y',pi,2*pi) % Inner integral
intx=int(in
www.eeworm.com/read/475765/6777726
m ex14_8.m
% EX14_8.M Perform 2D symbolic integration of the function
% x*sin(y)+y*cos(x) over fixed limits
% pi < y < 2pi, 0 < x < pi
inty=int('x*sin(y)+y*cos(x)','y',pi,2*pi) % Inner integral
intx=in
www.eeworm.com/read/395749/8155155
m p4pulsecompressiondemo.m
% function P4PulseCompressionDemo
% fuxiongjun @ 2006-08-15
clear;
close all;
cj=sqrt(-1);
% P4多相码的产生
m=16;
for i=1:m
phasevalue (i)=pi/m*(i-1)^2-pi*(i-1);
end
% module to 2pi
re
www.eeworm.com/read/426535/9015037
m ex2310.m
%例23-10 设置坐标轴显示刻度
x=0:0.1:6;
y=sin(x).*cos(3*x);
plot(x,y)
set(gca,'XTick',[0 0.5*pi pi 1.5*pi 6 2*pi])
set(gca,'XTickLabel',{'0','pi/2','pi','3pi/2','6','2pi'})