In Nth order differential equation, the characteristics of bilinear transformation, let z=rejw,s=o+jΩ Then for s = $\frac{2}{T}(\frac{1-z^{-1}}{1+z^{-1}})$, the values of Ω, ℴ are

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TuteeHUB · Accepted Answer

NA

TuteeHUB · Answer

ℴ = $\frac{2}{T}(\frac{r^2-1}{1+r^2+2rcosω})$, Ω = $\frac{2}{T}(\frac{2rsinω}{1+r^2+2rcosω})$

TuteeHUB · Answer

Ω = $\frac{2}{T}(\frac{r^2-1}{1+r^2+2rcosω})$, ℴ = $\frac{2}{T}(\frac{2rsinω}{1+r^2+2rcosω})$

TuteeHUB · Answer

Ω=0, ℴ=0

TuteeHUB · Answer

None

1.	In Nth order differential equation, the characteristics of bilinear transformation, let z=rejw,s=o+jΩ Then for s = \(\frac{2}{T}(\frac{1-z^{-1}}{1+z^{-1}})\), the values of Ω, ℴ are
A.	ℴ = \(\frac{2}{T}(\frac{r^2-1}{1+r^2+2rcosω})\), Ω = \(\frac{2}{T}(\frac{2rsinω}{1+r^2+2rcosω})\)
B.	Ω = \(\frac{2}{T}(\frac{r^2-1}{1+r^2+2rcosω})\), ℴ = \(\frac{2}{T}(\frac{2rsinω}{1+r^2+2rcosω})\)
C.	Ω=0, ℴ=0
D.	None
Answer» B.

In Nth order differential equation, the characteristics of bilinear transformation, let z=rejw,s=o+jΩ Then for s = \(\frac{2}{T}(\frac{1-z^{-1}}{1+z^{-1}})\), the values of Ω, ℴ are

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