%實(shí)驗(yàn)一
%余弦信號(hào)的傅立葉變換
global dt df N t f T %全局變量
close all
N=2^15;      %采樣點(diǎn)數(shù)
% L=64;			%每碼元的采樣點(diǎn)數(shù)
% M=N/L;			%碼元數(shù)
M=2^2;%碼元數(shù)
dt=0.001;    %時(shí)域采樣間隔
df=1/(N*dt);%頻域采樣間隔
T=N*dt;     %截短時(shí)間
Bs=N*df/2;  %系統(tǒng)帶寬
t=linspace(-T/2,T/2,N);
f=linspace(-Bs,Bs,N);
a=round(rand(1,M));	
aa=round(rand(1,M));	
fl=3.1;
fh=10.6;
f0=fh;
B1=(fh-fl)/M;
s=zeros(1,N);
rk=zeros(1,N);
S=zeros(1,N);
S1=zeros(1,N);
% sn=cos(2*pi*f0*t);

    
    
%  Eb_N0=5  %分貝值變?yōu)檎嬷?%  eb_n0=10^(Eb_N0/10);
%  Eb=1;	
%  n0=Eb/eb_n0;   	%信道噪聲譜密度 
%  sita=n0*B1;
%  n_ch=sqrt(sita)*randn(size(t));
 
 
 for k=1:M
%  k=1;
    f0=fl+(k-0.5)*B1;
    sn=(2*a(k)-1)*cos(2*pi*f0*t);
    Sn=(2*a(k)-1)*abs(t2f(sn));
%     Sn1=t2f(sn);
    S=Sn+S;
%     S1=Sn1+S1;
    s=sn+s;
end
% S=t2f(s);
%a=f2t(S);

% s=f2t(S1);
R=t2f(s);
 for k=1:M
     f0=fl+(k-0.5)*B1;
     rn=cos(2*pi*f0*t);
     rk=rk+rn;
 end
 Rk=abs(t2f(rk));
for k=1:M
%     abs(R(N/2+round((fl+(k-0.5)*B1)/df)+1))
    angle(R(N/2+round((fl+(k-0.5)*B1)/df)+1))
%     sign(angle(exp(j*2*pi*(fl+(k-0.5)*B1))))
% abs(Rk(N/2+round((fl+(k-0.5)*B1)/df)+1))
    angle(Rk(N/2+round((fl+(k-0.5)*B1)/df)+1))
    
    
end









figure(1)
set(1,'position',[10,50,300,200])%設(shè)定窗口位置及大小
figure(2)
set(2,'position',[350,50,300,200]);%設(shè)定窗口位置及大小
figure(1)
% as=abs(S);  %求模
plot(f,S,'g')
grid;
% axis([fl,fh,min(S),max(S)]);
axis([fl,fh,min(S),max(S)]);
xlabel('f(kHZ)');
ylabel('S(f)(V/kHZ)');
figure(2)
plot(t,s,'b')
grid
axis([-T/2,T/2,min(s),max(s)]);
xlabel(('t(ms)'));
ylabel('s(t)(V)');