代码搜索：jakes
找到约 204 项符合「jakes」的源代码
代码结果 204
www.eeworm.com/read/292192/8367742
m jakes.m
function [h] = jakes(Datalen,chanpf,fm,fs,No,startp)
% Datalen the length of the data
% chanpf path numbers
% fm max doppla
% startp used for continuing calculating scenario
%%%
www.eeworm.com/read/428096/8895832
fig jakes.fig
www.eeworm.com/read/183162/9176534
m jakes.m
function [h] = jakes(Datalen,chanpf,fm,fs,No,startp)
% Datalen the length of the data
% chanpf path numbers
% fm max doppla
% startp used for continuing calculating scenario
%%%
www.eeworm.com/read/353536/10441135
m jakes.m
% modified by Alger 2006.May
function [h] = jakes(Datalen,fm,fs)
% Datalen the length of the data
% fm max doppler frequence
% fs sampling frequence
% initialing
wm = 2*pi*fm;
www.eeworm.com/read/350559/10732117
cpp jakes.cpp
/*
**********************************************************************************
利用Jakes模型产生一个瑞利衰落信道
********************************************************************************
*/
/*
www.eeworm.com/read/350559/10732131
h jakes.h
void read_config (double *fc, double *velocity, double *sample_rate, int *path_num,
double *gain, double *delay);
void SetJake(JakeSt *p_jake, int osci_num, double sample_rate, double fmax, do
www.eeworm.com/read/165343/7143960
m jakes.m
function g2 = jakes(N)
% function g2 = jakes(N)
% use Jakes method to simulate the amplitude of a fading channel
% returns |g|^2, which is the SQUARE magnitude of the channel.
%
% e.g., to plot in dB
www.eeworm.com/read/450912/7474800
m jakes.m
function [filtertimedomain]=jakes(freqstep,fm,fs)
% JAKES filter
ts=1/fs;
A=[];
A2=[];
%freq=[0:freqstep:round(fs)]-fs/2;
freq=[freqstep/2:freqstep:round(fs/2)]';
freq2=-freq;
freq2=s
www.eeworm.com/read/142057/12967032
m jakes.m
%Jakes 模型仿真
clear all;
f_max=30; %最大多谱勒频移
M=8; %低频振荡器个数
N=4*M+2; %入射角度个数
sq=2/sqrt(N);
sigma=1;
www.eeworm.com/read/480414/6663544
m jakes.m
function ray = jakes(fm,fs,M,N_0,index)
% Jakes Model of a Rayleigh fading channel
% Written by Chandra Athaudage 12/10/2001, CUBIN
%
% jakes(fm,fs,M,N_0,index)
%
% fm Doppler frequency
% fs s