 #1
Hidd
 15
 3
Thread moved from the technical forums to the schoolwork forums (this includes for nonhomework revision studying)
 Homework Statement:

I have the following transfer function, and I would like to decompose it to a minimal phase G1 & all pass G2 transfer functions:
G(s) = (1s) / (2 + 10s)
G(s) = G1 * G2
 Relevant Equations:

Allpass ==> magnitude of G2(jw) =1
Minimum phase ==> Re{Zeros,poles}<0
Hey everybody!
I have put G1 = (1s)/(210s) & G2 = (210s)/ (2 +10s)
but than I read that all poles and zeroes should be inside the unit circle, and I don't know how to move the Zero S_01 = 1 to the unit circle
I have put G1 = (1s)/(210s) & G2 = (210s)/ (2 +10s)
but than I read that all poles and zeroes should be inside the unit circle, and I don't know how to move the Zero S_01 = 1 to the unit circle
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