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#1 BigZcoder  Icon User is offline

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Z domain Transfer function

Posted 24 October 2012 - 06:35 PM

Consider the DT, LTI system with the z-domain transfer function H(z) = z/z^2 −2⋅(0.95)cos(π/6)z+(0.95)^2
Plot the magnitude and phase of the frequency response of the system.

Program the corresponding difference equation, and iterate to determine the responses to the inputs
x1(k) = cos(kπ /12)⋅us (k),
x2(k) = cos(kπ /6)⋅us (k),
x3(k) = cos(kπ /3)⋅us (k).
H = tf([1], [1 -1.645 .9025]);
bode(H)



this is all I have so far, which satisfies part A but I'm not sure how to incorporate the x(k)'s

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Replies To: Z domain Transfer function

#2 calvinthedestroyer  Icon User is offline

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Re: Z domain Transfer function

Posted 24 October 2012 - 10:24 PM

I don't know :) but the wiki page has some examples about the LTI system.
LTI system theory

What does the DT stand for?

What class / technical area is this for?
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#3 sepp2k  Icon User is offline

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Re: Z domain Transfer function

Posted 25 October 2012 - 02:20 AM

When asking a question in a non-language specific forum, you should really specify which language you're asking about. Is it Matlab?
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