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基于matlab的mimo-ofdm的信道估計,內含代碼及論文

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代碼片段和文件信息

%------------------------------------------
%?EE359?final?project?Fall?2002
%?Channel?estimation?for?a?MIMO-OFDM?system
%?By?Shahriyar?Matloub???????????????
%------------------------------------------
clc;
clear?all;
%close?all;
i?=?sqrt(-1);
Rayleigh?=?1;
AWGN?=?0;?????????????????????????????%?for?AWGN?channel?
MMSE?=?0;?????????????????????????????%?estimation?technique
Nsc?=?64;?????????????????????????????%?Number?of?subcarriers
Ng?=?16;??????????????????????????????%?Cyclic?prefix?length
SNR_dB?=?[0?5?10?15?20?25?30?35?40];??%?Signal?to?noise?ratio
Mt?=?2;???????????????????????????????%?Number?of?Tx?antennas
Mr?=?2;???????????????????????????????%?Number?of?Rx?antennas
pilots?=?[1:Nsc/Ng:Nsc];??????????????%?pilot?subcarriers?
DS?=?5;??????????????????????????????%?Delay?spread?of?channel
iteration_max?=?200;

%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%?Channel?impulse?response?%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%

if?(Rayleigh)
????N?=?50;%模擬用到的模型的個數
????fm?=?100;%似乎是多普勒頻移
????B?=?20e3;%20000?似乎是抽樣頻率
????fd?=?(rand(1N)-0.5)*2*fm;%產生元素為-fm~fm之間服從均勻分布1*N的向量
????theta?=?randn(1N)*2*pi;%產生均值為零,方差為2pi的服從正態分布的1*N的向量
????c?=?randn(1N);
????c?=?c/sum(c.^2);%正態分布的矢量對能量歸一化1*N的向量
????t?=?0:fm/B:10000*fm/B;%產生10001個點范圍為(0~100/20000)
????Tc?=?zeros(size(t));
????Ts?=?zeros(size(t));
????for?k=1:N
????????Tc?=?c(k)*cos(2*pi*fd(k)*t+theta(k))+Tc;%在時間軸上的每個點上對50個波形碟帶
????????Ts?=?c(k)*sin(2*pi*fd(k)*t+theta(k))+Ts;%在時間軸上的每個點上對50個波形碟帶
????end
????r?=?ones(Mt*Mr1)*(Tc.^2+Ts.^2).^0.5;%通過jakes或者是clark模型產生頻選信道的幅度?行為Mt*Mr列為時間抽樣點(10001個點),每行的數值是一樣的
?????????????????????????????????????????%也就是說每對天線之間的信道都是獨立同分布的
????index?=?floor(rand(Mt*MrDS)*5000+1);%元素在(0,5000)之間,行為Mt*Mr列為DS的矩陣,用來索引r
end

MEE1?=?zeros(1length(SNR_dB));
MEE2?=?zeros(1length(SNR_dB));

for?snrl?=?1:length(SNR_dB)
????snrl;
????estimation_error1?=?zeros(Mt*MrNsc);%用來存放誤碼的數量,是一個行為Mt*Mr列為Nsc(子載波)個數的矩陣
????estimation_error2?=?zeros(Mt*MrNsc);
????
????%%%計算貝塞爾函數的值有什么作用呢
????R1?=?besselj(02*pi*fm*(Nsc+Ng)/B);%0階bessel函數的數值,就是一個數值,用到了(Nsc+Ng)即OFDM符號的長度和B?似乎是抽樣的頻率
????sigma2?=?10^(-SNR_dB(snrl)/10);

????%%%產生aabb有什么用處呢信道估計
????aa?=?(1-R1^2)/(1-R1^2+sigma2);%由貝塞爾函數值和信噪比確定的值
????bb?=?sigma2*R1/(1-R1^2+sigma2);%由貝塞爾函數值和信噪比確定的值?,分母一樣,分子不一樣
????%%%
????
????for?iteration?=?1:iteration_max?%%%設定最大的疊代次數
????????%iteration????
????????if?AWGN?==?1???%%不經過AWGN信道
????????????h?=?ones(Mt*Mr1);
????????else
????????????phi?=?rand*2*pi;?%%%?角度服從均勻分布,產生一個0~2pi均勻分布的角度
????????????h?=?r(index+iteration)*exp(j*phi);?%%%??幅度服從瑞利分布,即為r中的元素,每次碟帶,對應的索引不一樣,
???????????????????????????????????????????????%%%??但是有可能對應的元素相同,是一個行為Mt*Mr,列為DS
????????????%h=rand(Mt*MrDS);
????????????h?=?h.*(ones(Mt*Mr1)*(exp(-0.5).^[1:DS]));%每條徑產生幅度的衰減,是幅度的衰減還是相位的差異?size不變
????????????h?=?h./(sqrt(sum(abs(h).^22))*ones(1DS));%為每條徑的幅度歸一化,size不變
????????end

????????CL?=?size(h2);???????????????%?channel?length,多徑信道,獲得信道的長度
????????data_time?=?zeros(MtNsc+Ng);?%?產生發送數據的矩陣,是一個Mt*(Nsc+Ng)的矩陣?其實只是發了一個OFDM符號
????????data_qam?=?zeros(MtNsc);???

?屬性????????????大小?????日期????時間???名稱
-----------?---------??----------?-----??----

?????文件????1807816??2007-11-29?17:00??mimo-ofdm?信道估計\Channel?Estimation.pdf

?????文件????5427395??2005-02-25?15:37??mimo-ofdm?信道估計\IST_FLOW?Selected?MIMO?Techniques?and?their?Performance?d14.pdf

?????文件?????559204??2005-01-06?22:25??mimo-ofdm?信道估計\mimo?simulator\A?space-time?correlation?model?for?multielement?antenna?systems?in?mobile?fading?channels.pdf

?????文件?????393942??2005-01-06?22:24??mimo-ofdm?信道估計\mimo?simulator\Efficient?simulation?of?space-time?correlated?MIMO?mobile?fading?channels.pdf

?????文件??????47024??2005-01-06?21:57??mimo-ofdm?信道估計\mimo?simulator\MIMOsimSpectral.p

?????文件???????6247??2005-01-06?21:57??mimo-ofdm?信道估計\mimo?simulator\MIMOsimSpectralHelp.m

?????文件???????9079??2009-03-16?14:10??mimo-ofdm?信道估計\MIMO_OFDM_channel_estimation.m

?????文件???????9080??2007-11-29?20:05??mimo-ofdm?信道估計\wo_MIMO_OFDM_channel_estimation.m

?????目錄??????????0??2009-03-16?19:35??mimo-ofdm?信道估計\mimo?simulator

?????目錄??????????0??2009-03-13?17:00??mimo-ofdm?信道估計

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??????????????8259787????????????????????10


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