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edit approved Apr 7, 2019 at 22:58

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I am struggling with understanding the phase contributionscontribution of each individual polespole. Let's say we have a system, minimum (minimum-phase system if it makes a differece,difference) and it has poles located at r.e^j(pi/4) and r.e^(j(5pi/4),:

$s_1=r\cdot e^{\frac{\pi}{4}} , s_2=r\cdot e^{\frac{5\pi}{4}}$

and r = 0.9.

$r = 0.9$

What is the analytical relation between the phase contribution of these two complex poles?

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asked Mar 16, 2019 at 19:40

Niousha

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Phase contribution of complex poles

I am struggling with understanding the phase contributions of each individual poles. Let's say we have a system, minimum-phase system if it makes a differece, and it has poles located at r.e^j(pi/4) and r.e^(j(5pi/4), and r = 0.9.

What is the analytical relation between the phase contribution of these two complex poles?

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Phase contribution of complex poles