How to make a bode plot from a transfer function

Hi how would I make a blode plot from this transfer function?
Gp(s) = (10e^-0.25S)/((1+1.2S)(1+3.5S))
is this the correct code in Matlab?

 Accepted Answer

Yes.
The code you posted:
s = tf('s');
g = 10*exp(-0.25*s)/((1+1.2*s)*(1+3.5*s))
figure
bode(g)
grid
should work.
Are you having problems with it?

4 Comments

Thank you. No problems just wasn't sure if it was right.
Do you by any chance know how I would determine the gain margin to find kcrit (10^(gain margin/20) and also wcrit in rads/s.
I need these values to determine the PID and PI controller settings.
Thanks.
My pleasure.
See the allmargin and margin functions.
You can calculate those yourself if necessary from the bode plot output:
Thank you really appreciate your help.
Im quite new to Matlab so I just wanted to confirm if I entered this transfer function correctly in the matlab code I sent in the previous message.
Thanks again.
As always, my pleasure!
It looks correct to me. Note that the exponential term is an output delay that primarily affects the phase of the Bode plot.

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