Inverse z-Transform Example #1

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Plot the pole-zero diagram of a system function H(z), and then find causal and stable impulse response forms for h[n].

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"ROC must contain unit circle", that just works like a charm, thank you Sir!

ericcheng

Holy shit, this is amazing. Been trying to grasp these concepts for so long, everything clicked just right with this video

kaffemuggarn

This video is still awesome after 7 years. Thank you 😉

henryjhong

This video is great, thank you for a very clear explanation that helped me understand how to perform inverse z-transforms a lot better. I wonder why this video hasn't got many views?

imynah

You are a savior! Thank you very much.

DarkRedZane

This was a great review for my DSP design course!

devanlambert

Veryyy niceee video Sir. Thnks for your efforts

MehmetEminYalcin

Great help, but man do I hate this crap. I'm not going into DSP, and yet I have to know this. So dumb!!!!

seinfan

Please what if the poles of the system are say 0.4 and 0.8. Drawing both pole circles, the unit circle will be outside the two pole circles instead of within them like example above. Does a stable impulse ROC exist?

kelennaanyanwu

Thank you sir...if they give h (n) how to find stability...

jennygovind

why this video hasn't got many views

seimela

if A and B can only exist at z = -1.4 and 0.6, why can you just put in A and B for the general H(z) equation?

rice_eyes

for z>0.6 is the z transform u (n-1) and not u(n)

JackSparrow-stql

hey pleas can u explain me how to find tz of x(2n)

halousyphax

Sir y u multiply and divided it by z2 at start??

knowledgezone

can you explain why causal sequence is called right handed sequence pls?

asifinamdar

convergence have been written as virgins :P

onceajordan

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