Plotting a Step Function
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The following function f(t,T,x) returns the following. 1 if qT ≤ t < (q + x)T 0 if (q + x)T ≤ t < (q + 1)T
I know this is a step function and I think it involves using heaviside, however I have no idea really where to start in order to plot the function. q, x and T are to be defined by me. THis is the code I have so far:
function v=pwm(t,T,d)
d = 0.5;
T= 0.01;
k = 1;
t=linspace(0,0.2,100);
v(k*T<=t<k+d) = 1;
v((k + d)*T <= t < (k + 1)*T) = 0;
plot(t,v)
q I changed for k (q=k) and x = d.
3 Comments
Jan
on 8 Jan 2018
Sorry, I didn't want to let you be sorry. Questions for clarifications are usual in the forum, because it is the nature of question, that some details are not clear to the asking person. :-)
Answers (2)
Star Strider
on 8 Jan 2018
Try this:
f = @(t,T,x,q) (1.*((q.*T <= t ) & (t < (q+x).*T))) + (0.*(((q+x).*T <= t) & (t < (q+1).*T)));
q = 1;
x = 0.5;
T = 0.01;
t = linspace(0,0.2,100);
figure(1)
plot(t, f(t,T,x,q), '-r')
axis([xlim 0 1.1])
grid
0 Comments
Jan
on 8 Jan 2018
Edited: Jan
on 8 Jan 2018
What about this:
t = [q*T, (q + x) * T, (q + x) * T, (q + 1) * T]; % [EDITED, Typo fixed]
y = [1, 1, 0, 0];
plot(t, y)
This is a line through 4 points. Is this sufficient to plot the function, if you define q, T and x accordingly? Note that 0 < x < 1 seems to be required.
If you want something else, please explain the difference to this simple approach.
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