1. Generate Noisy signal using std
-------------------------------------Script Start Hear ------------------------------------
clear all;
sig=1.;mu=0.; dc= 0.5;
for i=1:1000;
x(i)=i;
y(i)= dc + normrnd(mu,sig);
end;
plot(x,y,'b');hold on;
sig=.2; mu=0; dc=3.;
for i=1:1000;
x(i)= i;
y(i)= dc + normrnd(mu,sig);
end;
plot(x,y,'r'); hold off;
---------------------------------------End Hear---------------------------------------------
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)
2.
---------------------------------------Script Start Hear ------------------------------------
clear all;
sig= 0.2; mu=0.; dc = 3.0;
for i=1:1000;
y(i)= dc +normrnd(mu,sig);
end;
n=10; hist(y,n);
[h,z]=hist(y,n);
sum=0;sig=0;
for i=a:n;
sum=sum+z(i)*h(i);
end
sum=sum/1000;
for i=1:n;
sig=sig+((z(i)-sum)^2)*h(i);
end;
sig=sqrt(sig/9999);
-------------------------------------End Hear-----------------------------------------------
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3.
---------------------------------------Script Start Hear ------------------------------------
clear all;
for i=1:1000;
z = pi*i/180.;
x(i)=i;
y1(i)=10*sin(z)+1*(rand-0.5);
y2(i)=10*sin(z)+5*(rand-0.5);
t(i)=10*sin(z);
end;
figure(1);
plot(x,y1,'.');line(x,t);
figure(2);
plot(x,y2,'.'); line(x,t);
-------------------------------------End Hear-----------------------------------------------
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4.
---------------------------------------Script Start Hear ------------------------------------
clear all;
for i=1:1000;
z = pi*i/180.;
x(i)=i;
y1(i)=10*sin(z)+1*(rand-0.5);
y2(i)=10*sin(z)+5*(rand-0.5);
t(i)=10*sin(z);
end;
figure(1);
plot(x,y1,'.');line(x,t);
figure(2);
plot(x,y2,'.'); line(x,t);
-------------------------------------End Hear-----------------------------------------------
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5.
---------------------------------------Script Start Hear ------------------------------------
clear all;
[x,y] = meshgrid(-1:.25:1);
z=sin(x.^2+y.^2);
[xi,yi]=meshgrid(-1:.04:1);
zi=interp2(x,y,z,xi,yi,'linear');
surf(xi,yi,zi)
-------------------------------------End Hear-----------------------------------------------
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6.
---------------------------------------Script Start Hear ------------------------------------
[x,y]=meshgrid(-3:3);
z=peaks(7);
figure;
surf(x,y,z);
title('original Sampling');
[xq,yq]=meshgrid(-3:0.25:3);
zq=interp2(x,y,z,xq,yq,'cubic');
figure;
surf(xq,yq,zq);
title('Over a Finer Grid'
-------------------------------------End Hear-----------------------------------------------
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7. Linear Equation
---------------------------------------Script Start Hear ------------------------------------
clear all;
% x=[3,2,-1] = 10;
% y=[-1,3,2] = 5;
% z=[1,-1,-1] = -1;
% Ax = b
% x=b/A
A=[3 2 -1; -1,3,2; 1 -1 -1];
b=[10;5;-1];
x=inv(A)*b
-------------------------------------End Hear-----------------------------------------------
you may get this answer,
x =
-2.0000
5.0000
-6.0000
8.
---------------------------------------Script Start Hear ------------------------------------
clear all;
vs=10; rs=10e3; % parameters
k=0; % counter
for x=0:1e3:50e3;
k=k+1;
rl(k)=x; %load resister
pl(k)=((vs/(rs+rl(k)))^2)*rl(k); % power dessipation
end;
plot(rl,pl,'.-')
title('power Dileverd to Load');
xlabel('Load Resistance in Ohms');
ylabel('Power in Watts');
-------------------------------------End Hear-----------------------------------------------
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9. R-C Network
---------------------------------------Script Start Hear ------------------------------------
clear all;
% funtion rceval is used
c=10.0e-6;r1=2500; r2=10000;
[v1,t1]=rceval(r1,c);
[v2,t2]=rceval(r2,c);
% plot the voltage
plot(t1,v1,t2,v2)
axis([ 0 1 0 6 ]);
text(0.55,5.5,'*is for 2500 Ohms')
text(0.55,5.0,'+is for 10000 Ohms'
-------------------------------------End Hear-----------------------------------------------
10. Sine Wave with Noice
---------------------------------------Script Start Hear ------------------------------------
clear all;
t=linspace(0,10,512);
s=sin(2*pi/5*t);
n=0.1*randn(size(t));
x=s+n;
plot(t,s,'-r'); hold on;
plot(t,x,'-b'); hold off;
snr=20*log10(std(s)/std(n));
disp(snr);
-------------------------------------End Hear-----------------------------------------------
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11. Smoothing Electrical Signal
---------------------------------------Script Start Hear ------------------------------------
clear all;
t=linspace(0,10,512);
s=sin(2*pi/5*t);
n=0.1*randn(size(t));
x=s+n;
plot(t,s,'-r'); hold on;
plot(t,x,'-b'); hold off;
snr=20*log10(std(s)/std(n));
disp(snr);
subplot(2,1,1);
plot(t,x,'b')
snr=20*log10(std(s)/std(n));
subplot(2,1,2);
y=smooth(x,10);
plot(t,y,'r')
-------------------------------------End Hear-----------------------------------------------
-------------------------------------Script Start Hear ------------------------------------
clear all;
sig=1.;mu=0.; dc= 0.5;
for i=1:1000;
x(i)=i;
y(i)= dc + normrnd(mu,sig);
end;
plot(x,y,'b');hold on;
sig=.2; mu=0; dc=3.;
for i=1:1000;
x(i)= i;
y(i)= dc + normrnd(mu,sig);
end;
plot(x,y,'r'); hold off;
---------------------------------------End Hear---------------------------------------------
2.
---------------------------------------Script Start Hear ------------------------------------
clear all;
sig= 0.2; mu=0.; dc = 3.0;
for i=1:1000;
y(i)= dc +normrnd(mu,sig);
end;
n=10; hist(y,n);
[h,z]=hist(y,n);
sum=0;sig=0;
for i=a:n;
sum=sum+z(i)*h(i);
end
sum=sum/1000;
for i=1:n;
sig=sig+((z(i)-sum)^2)*h(i);
end;
sig=sqrt(sig/9999);
-------------------------------------End Hear-----------------------------------------------
3.
---------------------------------------Script Start Hear ------------------------------------
clear all;
for i=1:1000;
z = pi*i/180.;
x(i)=i;
y1(i)=10*sin(z)+1*(rand-0.5);
y2(i)=10*sin(z)+5*(rand-0.5);
t(i)=10*sin(z);
end;
figure(1);
plot(x,y1,'.');line(x,t);
figure(2);
plot(x,y2,'.'); line(x,t);
-------------------------------------End Hear-----------------------------------------------
4.
---------------------------------------Script Start Hear ------------------------------------
clear all;
for i=1:1000;
z = pi*i/180.;
x(i)=i;
y1(i)=10*sin(z)+1*(rand-0.5);
y2(i)=10*sin(z)+5*(rand-0.5);
t(i)=10*sin(z);
end;
figure(1);
plot(x,y1,'.');line(x,t);
figure(2);
plot(x,y2,'.'); line(x,t);
-------------------------------------End Hear-----------------------------------------------
5.
---------------------------------------Script Start Hear ------------------------------------
clear all;
[x,y] = meshgrid(-1:.25:1);
z=sin(x.^2+y.^2);
[xi,yi]=meshgrid(-1:.04:1);
zi=interp2(x,y,z,xi,yi,'linear');
surf(xi,yi,zi)
-------------------------------------End Hear-----------------------------------------------
6.
---------------------------------------Script Start Hear ------------------------------------
[x,y]=meshgrid(-3:3);
z=peaks(7);
figure;
surf(x,y,z);
title('original Sampling');
[xq,yq]=meshgrid(-3:0.25:3);
zq=interp2(x,y,z,xq,yq,'cubic');
figure;
surf(xq,yq,zq);
title('Over a Finer Grid'
-------------------------------------End Hear-----------------------------------------------
7. Linear Equation
---------------------------------------Script Start Hear ------------------------------------
clear all;
% x=[3,2,-1] = 10;
% y=[-1,3,2] = 5;
% z=[1,-1,-1] = -1;
% Ax = b
% x=b/A
A=[3 2 -1; -1,3,2; 1 -1 -1];
b=[10;5;-1];
x=inv(A)*b
-------------------------------------End Hear-----------------------------------------------
you may get this answer,
x =
-2.0000
5.0000
-6.0000
8.
---------------------------------------Script Start Hear ------------------------------------
clear all;
vs=10; rs=10e3; % parameters
k=0; % counter
for x=0:1e3:50e3;
k=k+1;
rl(k)=x; %load resister
pl(k)=((vs/(rs+rl(k)))^2)*rl(k); % power dessipation
end;
plot(rl,pl,'.-')
title('power Dileverd to Load');
xlabel('Load Resistance in Ohms');
ylabel('Power in Watts');
-------------------------------------End Hear-----------------------------------------------
9. R-C Network
---------------------------------------Script Start Hear ------------------------------------
clear all;
% funtion rceval is used
c=10.0e-6;r1=2500; r2=10000;
[v1,t1]=rceval(r1,c);
[v2,t2]=rceval(r2,c);
% plot the voltage
plot(t1,v1,t2,v2)
axis([ 0 1 0 6 ]);
text(0.55,5.5,'*is for 2500 Ohms')
text(0.55,5.0,'+is for 10000 Ohms'
-------------------------------------End Hear-----------------------------------------------
10. Sine Wave with Noice
---------------------------------------Script Start Hear ------------------------------------
clear all;
t=linspace(0,10,512);
s=sin(2*pi/5*t);
n=0.1*randn(size(t));
x=s+n;
plot(t,s,'-r'); hold on;
plot(t,x,'-b'); hold off;
snr=20*log10(std(s)/std(n));
disp(snr);
-------------------------------------End Hear-----------------------------------------------
11. Smoothing Electrical Signal
---------------------------------------Script Start Hear ------------------------------------
clear all;
t=linspace(0,10,512);
s=sin(2*pi/5*t);
n=0.1*randn(size(t));
x=s+n;
plot(t,s,'-r'); hold on;
plot(t,x,'-b'); hold off;
snr=20*log10(std(s)/std(n));
disp(snr);
subplot(2,1,1);
plot(t,x,'b')
snr=20*log10(std(s)/std(n));
subplot(2,1,2);
y=smooth(x,10);
plot(t,y,'r')
-------------------------------------End Hear-----------------------------------------------