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/135524/13924202

m lin.m

function uprim =lin(t,u) % used in Experiment 2, Communications system 4e: Simon Haykin % PLL % Transfer function (1+a/s), % gain K=50 rad/s % sinusoidal modulation: fm=50/2/pi/sqrt(2pi) % damping 0
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m abadd2.m

% abadd2.m - add gain in absolute units - 2pi angle range % % Usage: h = abadd2(type, style, th, g, rays, width) % % type = 1,2 for polar, azimuthal % style = line style of added gain curve, e.g.
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m abadd2.m

% abadd2.m - add gain in absolute units - 2pi angle range % % Usage: h = abadd2(type, style, th, g, rays, width) % % type = 1,2 for polar, azimuthal % style = line style of added gain curve, e.g.
www.eeworm.com/read/303512/13813883

m abadd2.m

% abadd2.m - add gain in absolute units - 2pi angle range % % Usage: h = abadd2(type, style, th, g, rays, width) % % type = 1,2 for polar, azimuthal % style = line style of added gain curve, e.g.
www.eeworm.com/read/347450/11665250

txt fft.txt

#include // complex using namespace std; typedef complex Comp; // 复数类型定义 const float _2PI_ = 2.0f * 3.14159265f; // 常数2PI定义 const int MAX_N = 256; // 最大DFT点数 /*--
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m fft_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: % Per
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txt 新建 文本文档.txt

#include // complex using namespace std; typedef complex Comp; // 复数类型定义 const float _2PI_ = 2.0f * 3.14159265f; // 常数2PI定义 const int MAX_N = 256; // 最大DFT点数 /*--
www.eeworm.com/read/236437/14016714

txt fft.txt

#include // complex using namespace std; typedef complex Comp; // 复数类型定义 const float _2PI_ = 2.0f * 3.14159265f; // 常数2PI定义 const int MAX_N = 256; // 最大DFT点数 /*--
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3m sin.3m

.TH sin 3m RISC .de Pi \" PI stuff sign .if n \\ \\$2pi\\$1 .if t \\ \\$2\\(*p\\$1 .. .ds up \fIulp\fR .ds nn \fINaN\fR .SH Name sin, cos, tan, asin, acos, atan, atan2 \- trigonometric functions and
www.eeworm.com/read/271244/11002004

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