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1.2.4產(chǎn)生多徑延時(shí)·····························································································41.3仿真框架···············································································································42、設(shè)計(jì)任務(wù)···············································································································42.1設(shè)計(jì)任務(wù)要求·······································································································42.2MATLAB仿真程序要求····················································································43、DSB調(diào)制解調(diào)分析的MATLAB實(shí)現(xiàn)·······························································53.1DSB調(diào)制解調(diào)的MATLAB實(shí)現(xiàn)········································································53.2瑞利衰落信道的MATLAB實(shí)現(xiàn)·········································································64、模擬仿真及結(jié)果分析···························································································74.1模擬仿真···············································································································74.1.1多普勒濾波器的頻響························································································74.1.2多普勒濾波器的統(tǒng)計(jì)特性················································································74.1.3信道的時(shí)域輸入/輸出波形···············································································84.2仿真結(jié)果分析·······································································································84.2.1時(shí)域輸入/輸出波形分析···················································································84.2.2頻域波形分析····································································································84.2.3多普勒濾波器的統(tǒng)計(jì)特性分析········································································95、小結(jié)與體會(huì)···········································································································96、參考文獻(xiàn)···············································································································9MATLAB通信仿真設(shè)計(jì)摘要主要運(yùn)用MATLAB進(jìn)行編程,實(shí)現(xiàn)采用對(duì)輸入信號(hào)進(jìn)行抑制載波的雙邊帶調(diào)幅;而后將調(diào)幅波輸入信道,研究多徑信道的特性對(duì)通信質(zhì)量的影響;最后將信道內(nèi)輸出的條幅波進(jìn)行同步解調(diào),解調(diào)出與輸入信號(hào)波形相類似的波形,觀測(cè)兩者差別。同時(shí)輸出多普勒濾波器的統(tǒng)計(jì)特性圖及信號(hào)時(shí)域和頻域的輸入、輸出波形。關(guān)鍵字:雙邊帶調(diào)幅 瑞利衰落 相干解調(diào) MATLAB設(shè)計(jì)原理1.1設(shè)計(jì)目的由于多徑和移動(dòng)臺(tái)運(yùn)動(dòng)等影響因素,使得移動(dòng)信道對(duì)傳輸信號(hào)在時(shí)間、頻率和角度上造成了色散,如時(shí)間色散、頻率色散、角度色散等等,因此多徑信道的特性對(duì)通信質(zhì)量有著至關(guān)重要的影響,而多徑信道的包絡(luò)統(tǒng)計(jì)特性成為我們研究的焦點(diǎn)。根據(jù)不同無(wú)線環(huán)境,接收信號(hào)包絡(luò)一般服從幾種典型分布,如瑞利分布、萊斯分布和Nakagami-m分布。在設(shè)計(jì)中,專門針對(duì)服從瑞利分布的多徑信道進(jìn)行模擬仿真,進(jìn)一步加深對(duì)多徑信道特性的了解。1.2仿真原理1.2.1瑞利分布簡(jiǎn)介(1)環(huán)境條件:通常在離基站較遠(yuǎn)、反射物較多的地區(qū),發(fā)射機(jī)和接收機(jī)之間沒(méi)有直射波路徑,存在大量反射波;到達(dá)接收天線的方向角隨機(jī)且在(0~2π)均勻分布;各反射波的幅度和相位都統(tǒng)計(jì)獨(dú)立。(2)幅度、相位的分布特性:包絡(luò)r服從瑞利分布,θ在0~2π內(nèi)服從均勻分布。瑞利分布的概率分布密度如圖1所示:圖1瑞利分布的概率分布密度1.2.2多徑衰落信道基本模型根據(jù)ITU-RM.1125標(biāo)準(zhǔn),離散多徑衰落信道模型為(1)其中復(fù)路徑衰落,服從瑞利分布;是多徑時(shí)延。多徑衰落信道模型框圖如圖2所示:圖2多徑衰落信道模型框圖1.2.3產(chǎn)生服從瑞利分布的路徑衰落r(t)利用窄帶高斯過(guò)程的特性,其振幅服從瑞利分布,即(2)上式中,、、分別為窄帶高斯過(guò)程的同相和正交支路的基帶信號(hào)。首先產(chǎn)生獨(dú)立的復(fù)高斯噪聲的樣本,并經(jīng)過(guò)FFT后形成頻域的樣本,然后與S(f)開(kāi)方后的值相乘,以獲得滿足多普勒頻譜特性要求的信號(hào),經(jīng)IFFT后變換成時(shí)域波形,再經(jīng)過(guò)平方,將兩路的信號(hào)相加并進(jìn)行開(kāi)方運(yùn)算后,形成瑞利衰落的信號(hào)r(t)。如下圖3所示:圖3瑞利衰落的產(chǎn)生示意圖其中,(3)1.2.4產(chǎn)生多徑延時(shí)多徑/延時(shí)參數(shù)如表1所示:表1多徑延時(shí)參數(shù)TapRelativedelay(ns)Averagepower(dB)1002310-1.03710-9.041090-10.051730-15.062510-20.01.3仿真框架根據(jù)多徑衰落信道模型(見(jiàn)圖2),利用瑞利分布的路徑衰落(見(jiàn)圖3)和多徑延時(shí)參數(shù)(見(jiàn)表1),我們可以得到多徑信道的仿真框圖,如圖4所示:圖4多徑信道的仿真框圖設(shè)計(jì)任務(wù)2.1設(shè)計(jì)任務(wù)要求(1)查找資料,了解瑞利衰落信道模型的分類,結(jié)合某種模型,掌握瑞利分布的多徑信道仿真原理,用MATLAB仿真實(shí)現(xiàn)瑞利分布的多徑信道的仿真;(2)根據(jù)已學(xué)的知識(shí),實(shí)現(xiàn)一種基帶信號(hào)的模擬調(diào)制并做出仿真;(3)結(jié)合(1)(2)步,觀察已調(diào)信號(hào)通過(guò)瑞利信道后的時(shí)域波形圖和頻譜圖;(4)對(duì)仿真結(jié)果做適當(dāng)分析。2.2MATLAB仿真程序要求(1)參數(shù)設(shè)計(jì)準(zhǔn)確、合理;(2)關(guān)鍵語(yǔ)句加注釋;(3)仿真結(jié)果正確,圖形清晰。3、DSB調(diào)制解調(diào)分析的MATLAB實(shí)現(xiàn)3.1DSB調(diào)制解調(diào)的MATLAB實(shí)現(xiàn)%main.mclc;LengthOfSignal=10000;%信號(hào)長(zhǎng)度f(wàn)m=500;%最大多普勒頻移?相關(guān)文獻(xiàn)應(yīng)該有估算公式
fc=5000;%信道載波頻率t=1:LengthOfSignal;%SignalInput=sin(t/100);%DSB調(diào)制SignalInput=sin(t/50);%+cos(t/65);%調(diào)制信號(hào)c=cos(0.2*pi*t);%載波信號(hào)y_in=SignalInput.*c;%調(diào)制delay=[03171109173251];%10nspower=[0-1-9-10-15-20];%dBy_in=[zeros(1,delay(6))y_in];%為時(shí)移補(bǔ)零y_out=zeros(1,LengthOfSignal);%存放經(jīng)信道未解調(diào)的信號(hào)(現(xiàn)為無(wú)輸入信號(hào)%時(shí)的輸出信號(hào))%y_out_end最終解調(diào)后信號(hào)%多路徑衰落fori=1:6%圖4f=1:2*fm-1;Rayl;y_out=y_out+r.*y_in(delay(6)+1-delay(i):(delay(6)+LengthOfSignal-delay(i)))*10^(power(i)/20);end;%S(t)*cos(w*t)=m(t)*cos(w*t)*cos(w*t)=0.5*m(t)*(1+cos(2*w*t))%用一個(gè)低通濾波器將上式中的第一項(xiàng)和第二項(xiàng)分離,無(wú)失真的恢復(fù)出原始的調(diào)制信號(hào)。%這種調(diào)制方法又稱為同步解調(diào)或相干解調(diào)%同步解調(diào)y_out_end=y_out.*c;%同步解調(diào)或相干解調(diào)%低通濾波wp=0.1*pi;ws=0.12*pi;Rp=1;As=15;[N,wn]=buttord(wp/pi,ws/pi,Rp,As);[b,a]=butter(N,wn);y_out_end=filter(b,a,y_out_end);%濾波y_out_end=2*y_out_end;%恢復(fù)幅度%原信號(hào)的頻譜K=fft(SignalInput);%DSB調(diào)制后信號(hào)的頻譜L=fft(y_in);%y_out的頻譜(含包絡(luò))M=fft(y_out);%最終解調(diào)的頻譜N=fft(y_out_end);%輸出figure(1);subplot(4,2,1);plot(SignalInput(delay(6)+1:LengthOfSignal));axis([0,3000,-2,2]);title('原始輸入信號(hào)');subplot(4,2,2);plot(abs(fftshift(K)));axis([4900,5100,0,6000]);title('原始輸入信號(hào)的頻譜');subplot(4,2,3);plot(y_in(delay(6)+1:LengthOfSignal));axis([0,3000,-2,2]);%去除時(shí)延造成的空白信號(hào)title('進(jìn)入瑞利信道前,DSB調(diào)制后的信號(hào)');subplot(4,2,4);plot(abs(fftshift(L)));axis([3500,6500,0,3000]);title('進(jìn)入瑞利信道前,DSB調(diào)制后的信號(hào)的頻譜');subplot(4,2,5);plot(y_out(delay(6)+1:LengthOfSignal));axis([0,3000,-0.08,0.08]);%去除時(shí)延造成的空白信號(hào)title('經(jīng)瑞利信道后,DSB解調(diào)前的信號(hào)');subplot(4,2,6);plot(abs(fftshift(M)));axis([3500,6500,0,100]);title('經(jīng)瑞利信道后,DSB解調(diào)前的信號(hào)的頻譜');subplot(4,2,7);plot(y_out_end(delay(6)+1:LengthOfSignal));axis([0,3000,-0.08,0.08]);%去除時(shí)延造成的空白信號(hào)title('最終解調(diào)后的信號(hào)');subplot(4,2,8);plot(abs(fftshift(N)));axis([4900,5100,0,200]);title('最終解調(diào)后的信號(hào)的頻譜');figure(2);subplot(3,1,1);hist(r,256);%繪制直方圖title('瑞利信道的幅度分布')subplot(3,1,2);hist(angle(r0));title('瑞利信道的相位分布');subplot(3,1,3);plot(Sf1);title('多普勒濾波器的頻響特性');3.2瑞利衰落信道的MATLAB實(shí)現(xiàn)%Rayl.m參考【1】f=1:2*fm-1;%通頻帶長(zhǎng)度y=1.5./((1-((f-fm)/fm).^2).^(1/2))/pi/fm;%多普勒功率譜(基帶)圖3Sf=zeros(1,LengthOfSignal);Sf1=y;Sf(fc-fm+1:fc+fm-1)=y;%(把基帶映射到載波頻率)x1=randn(1,LengthOfSignal);x2=randn(1,LengthOfSignal);nc=ifft(fft(x1+1i*x2).*sqrt(Sf));%同相分量%首先產(chǎn)生獨(dú)立的復(fù)高斯噪聲的樣本,并經(jīng)過(guò)FFT后形成頻域的樣本,%然后與S(f)開(kāi)方后的值相乘,以獲得滿足多普勒頻譜特性要求的信號(hào),%經(jīng)IFFT后變換成時(shí)域波形,再經(jīng)過(guò)平方,將兩路的信號(hào)相加并進(jìn)行開(kāi)方運(yùn)算后,形成瑞利衰落的信號(hào)r(t)x3=randn(1,LengthOfSignal);x4=randn(1,LengthOfSignal);ns=ifft(fft(x3+1i*x4).*sqrt(Sf));%正交分量r0=(real(nc)+1i*real(ns));%瑞利信號(hào)r=abs(r0);%瑞利信號(hào)幅值(nc、ns分別為窄帶高斯過(guò)程的同相和正交支路的基帶信號(hào))模擬仿真及結(jié)果分析4.1模擬仿真4.1.1多普勒濾波器的頻響圖5多普勒濾波器的頻響4.1.2多普勒濾波器的統(tǒng)計(jì)特性圖6多普勒濾波器的統(tǒng)計(jì)特性4.1.3信道的時(shí)域輸入/輸出波形圖7信道的時(shí)域/頻域輸入/輸出波形4.2仿真結(jié)果分析4.2.1時(shí)域輸入/輸出波形分析次實(shí)驗(yàn)主要是通過(guò)MATLAB仿真瑞利衰落信道的傳輸過(guò)程,通過(guò)雙邊帶調(diào)幅的調(diào)制與解調(diào)實(shí)現(xiàn)信號(hào)的傳輸。正如右圖所示:圖中第一、第二個(gè)波形是在進(jìn)入瑞利衰落前,第三、第四個(gè)波形是在進(jìn)入瑞利衰落后,有明顯的噪聲的存在。由第一個(gè)圖輸入,第四個(gè)圖輸出,信號(hào)的傳遞在存在干擾的情況下基本實(shí)現(xiàn)。第一個(gè)波形到第二個(gè)波形是實(shí)現(xiàn)了抑制載波的雙邊帶調(diào)幅;第三個(gè)波形到第四個(gè)波形是運(yùn)用同步解調(diào)或相干解調(diào)實(shí)現(xiàn)對(duì)載波信號(hào)的解調(diào)功能。 圖8信道的時(shí)域輸入/輸出波
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