Quote:But Phase Margin is less prefered parameter in z domain, main concern is wether your poles are in sides or not
The criterion is whether the poles are inside or outside the unit circle, this is both we know.
But I don't think you fully answer the question,
it can be changed like this,
how many margins should we save between the z domain pole and unit circle ?
Quote:I do not agree with this statement. You can approximate discrete with continuous if the sampling rate is high enough
They are two different things, I mean, stability and discrete-continuous approximation.
For the stability criterion, it's not a "approximation" but just a "transformation" from z to laplace