Can someone please help me correct the error in my code? I'm trying to construct a superposition of two waves of equal amplitude and very similar frequency to create an envelope wave. Thanks
9 views (last 30 days)
Show older comments
close all
clear all
clc
x=1:0.1:300;
%
a=1;%m
h=10;%m
k1=2*pi/(pi/2);%1/m where k=2pi/wavelength
k2=2*pi/(pi/1.95);
g=9.81;%m/s^2
w1=sqrt(g*k1*tanh(k1*h)); %rad/s
w2=sqrt(g*k2*tanh(k2*h));
e= -pi + (2*pi).*rand(1,1);% phase is a random number between -pi and pi
T=100;%s
n=zeros(length(x),T);
t=1:0.1:T;
for m=1:length(t)
n(:,m) = 2*a*cos(((w2-w1)*t(m)*0.5) - ((k2-k1)*x*0.5))) * cos(((w2-w1)*t(m)*0.5) - ((k2-k1)*x*0.5)));
plot(n(:,m),'b-','LineWidth',2);
axis([pi 100*pi -10 10])
title(['Propagating Plane Wave at time, t=' num2str(t(m)) ' s.'])
xlabel('Horizontal Excursion, m')
ylabel('Surface Elevation, m')
drawnow
pause(0.5)
end
0 Comments
Accepted Answer
Alberto
on 12 Apr 2014
Check the parenthesis in the line:
n(:,m) = 2*a*cos( ( (w2-w1)*t(m)*0.5) - ((k2-k1)*x*0.5))) *... cos( ( (w2-w1)*t(m)*0.5) - ((k2-k1)*x*0.5)));
your problem is there, it depends in
close all
clear all
clc
x=1:0.1:300;
%
a=1;%m
h=10;%m
k1=2*pi/(pi/2);%1/m where k=2pi/wavelength
k2=2*pi/(pi/1.95);
g=9.81;%m/s^2
w1=sqrt(g*k1*tanh(k1*h)); %rad/s
w2=sqrt(g*k2*tanh(k2*h));
e= -pi + (2*pi).*rand(1,1);% phase is a random number between -pi and pi
T=100;%s
n=zeros(length(x),T);
t=1:0.1:T;
for m=1:length(t)
n(:,m) = 2*a*cos( ( (w2-w1)*t(m)*0.5) - ((k2-k1)*x*0.5)).*...
cos( ( (w2-w1)*t(m)*0.5) - ((k2-k1)*x*0.5));
plot(n(:,m),'b-','LineWidth',2);
axis([pi 100*pi -10 10])
title(['Propagating Plane Wave at time, t=' num2str(t(m)) ' s.'])
xlabel('Horizontal Excursion, m')
ylabel('Surface Elevation, m')
drawnow
pause(0.5) % this is causin error too, you can delete it
end
2 Comments
Alberto
on 13 Apr 2014
The problem was that parenthesis didn't matched: too much parenthesis. Try to rewrite carefully.
More Answers (0)
See Also
Categories
Find more on Logical in Help Center and File Exchange
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!