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3 For the compensation D(s) = 25 s + 1 s + 15 use Euler’s forward rectangular method to determine the difference equations for a digital implementation with a sample rate of 80Hz. Repeat the calculations using the backward rectangular method and compare the difference equation coefficients.

User Slsy
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Answer:for FRR method the difference equation is given by:

u(k+1)=0.8125u(k)+(-24.68)e(k)+25e (k+1)

Step-by-step explanation:see the pictures attached

3 For the compensation D(s) = 25 s + 1 s + 15 use Euler’s forward rectangular method-example-1
3 For the compensation D(s) = 25 s + 1 s + 15 use Euler’s forward rectangular method-example-2
User BlueskyMed
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