Is there a method to determine the stability of the nyquist plot to check if it's stable or unstable ? I currently needs to manually input the transfer function to another m.file to view the pz location to determine
syms s w
G = (2*s+1)/((s^2)+(5*s)+6); %transfer function
G_w = subs(G,s,j*w);
W= [-100:0.1:100]; %[min_range:step size:max_range]
nyq = eval(subs(G_w,w,W));
x = real(nyq)
y = imag(nyq)
plot(x,y)
This is the code i am using
I have found this video quite useful! Nyquist Stability Criterion, Part 1 All this channel video are really good for control theory and give a better understanding to then move everything on MATLAB.
Hope this was useful.