How to plot magnitude and phase spectrum of the function

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Hye i really confuse on how much method to write the code to plot magnitude and phase. Below is my function.
X(z)=z / (z-1)^2
Any idea how to start beside plot?

采纳的回答

Star Strider
Star Strider 2020-6-16
Try this:
z = tf('z');
X = z / (z-1)^2;
bode(X)
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  6 个评论
MUHAMMAD RAHMAT ASMAT
Hye sorry to bother again, but i just raelize that after i amplify the signal and try to z transform it, it give me the ans, but i think it was not correct. Maybe my code is not accurate or vise versa.
>> d=decimate(p2,500);
>> amp=10*d;
>> syms amp %from here i think my z transform it not valid
>> f=amp;
>> ztrans(f)
ans =
z/(z - 1)^2
i need to calculate the spectrum of the decimated signal using Z-transform technique
Star Strider
Star Strider 2020-6-16
I have no idea what you are doing, and I cannot run your code. I cannot imagine how you get a transfer function straight out of a decimated signal, or what ‘calculate the spectrum of the decimated signal using Z-transform technique’ refers to.
If you are estimating a transfer function from the input to and output of a discrete (sampled) system in either the time-domain or frequency-domain, you can either use the System Identification Toolbox functions (there are several that could apply), or the Signal Processing Toolbox invfreqz function. You will need to experiment with whatever functions you choose to use to get the result you want.
.

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更多回答(2 个)

Deepak Gupta
Deepak Gupta 2020-6-16
Star Strider has given the answer but just FYI:
X = tf([1 0], [1 -2 1]);
bode(X), grid
This will work too.
You can know more about bode plots here:
  3 个评论
Star Strider
Star Strider 2020-6-16
Note that this creates a s-domain function, not a z-domain function.
Deepak Gupta
Deepak Gupta 2020-6-16
It creates z-tranfer too. If we give sampling period 0.1s then you will get same result. i.e. tf([1 0], [1 -2 1], 0.1)

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Usman
Usman 2023-12-4
Validate magnitude and phase spectrum for x(t) = e−atu(t) for a > 1 and 0 < a < 1. write code for matlab

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