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ÎÒµÄÏë·¨£º1£ºÔËÓÃMATLAB GPU²¢ÐÐÔËËãÔËËãÀ´°ÑforÑ­»··Åµ½gpuÖмÆË㣻
               2£º½«Á½¸öforÑ­»·¸Ä³É¾ØÕóÔËËã¡£
µ«ÊÇû³É¹¦  

close all;clear all;
fs=20000;%²ÉÑùƵÂÊ
f=fs/10;%µ÷ÖÆÆµÂÊ
N=2000;%²ÉÑùµãÊý
t=0:1/fs:N/fs-1/fs;


fm=50;%Ä£Äâ¹ÊÕÏÆµÂÊ
b=fm*3000;%Ë¥¼õÂÊ
Tm2=1/fm;%³å»÷ÖÜÆÚ
nn=Tm2*floor(t/Tm2);
x1=0.1*exp(-b*(t-nn).^2).*sin(2*pi*f*t);%Ä£Äâ¹ÊÕÏÐźţ¬³å»÷ÐźÅ
x11=abs(hilbert(x1));%°üÂç½âµ÷Ðźţ¬²Î¿¼¹ÊÕÏÕï¶ÏÀïµÄ¹²Õñ½âµ÷·½·¨

%ԭʼÐźż°ÆµÆ×
figure;subplot(211);plot(t,x1);
subplot(212);hua_fft(x1,fs,2);

%ÊäÈëÔëÉù
%load 2000noisebearing.mat;



%% raw noise signal º¬ÔëÔëÉù¼°ÆµÆ×

x33=x1+(0.15/0.6)*x2;
figure;subplot(211);plot(t,x33);
subplot(212);hua_fft(x33,fs,2);

Wn=[(1000)/(fs/2) (3000)/(fs/2)]; %¶Ôº¬ÔëÐźÅÏȽøÐдøÍ¨Â˲¨£¬ÔÙ½âµ÷
[b, a]=butter(3,Wn);
x333=filter(b,a,x33);
x3=abs(hilbert(x333));

figure;subplot(211);plot(t,x3);
subplot(212);hua_fft(x3,fs,2,0,1000);

S2=x3;%Ëæ»ú¹²ÕñÊäÈëÐźÅ

%% Parameters tuning of 2bistable potential
%ͨ¹ýѰÕÒÐÅÔë±È×îÓÅÀ´Ñ°ÓÅ
Max_SNR2=-50;
index2=1;

        for h=5:5:1000
            for r=0.001:0.001:0.06
            % twosrÎªËæ»ú¹²ÕñËã·¨
            s6=twosr(1,1,h/fs,r,S2);      
            s6=s6-mean(s6);
         
            y=fft(s6,N);
            pyy=y.*conj(y)/N;
                                 
            P_S_1=pyy(round(fm*N/fs)+1);
            P_N_1=sum(pyy(1:N/2))-P_S_1;
            SNR_B2(int32(h/5),int32(r*1000))=10*log10(P_S_1/P_N_1);
            if 10*log10(P_S_1/P_N_1)>Max_SNR2
                Max_SNR2=10*log10(P_S_1/P_N_1);
                Maxh=h;
                Maxr=r;
            end

            end
        end

%µÃµ½SNR×îÓŵÄËæ»ú¹²ÕñÊä³öÐźÅ
s8=twosr(1,1,Maxh/fs,Maxr,S2);  
figure;subplot(211);plot(t,s8);
subplot(212);hua_fft(s8,fs,2,0,1500);
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  • ¸½¼þ 1 : 2000noisebearing.mat
  • 2015-10-08 21:43:45, 15.19 K
  • ¸½¼þ 2 : hua_fft.m
  • 2015-10-08 21:43:45, 2.01 K
  • ¸½¼þ 3 : twosr.m
  • 2015-10-08 21:43:45, 682 bytes

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