Greetings,
I require assistance.
Calculate the difference equation and then Draw the simulation diagram of the below transfer function.
H(z) = Y(z)/X(z) = (0,4142 + 0.4142(z^-1)) /(1,4142 - 05858(z^-1))
I performed the normal procedure to find the difference equation, by cross multiplying and using the delay property of the z-transforms, I finally ended up with:
y(n) = 0,2929x(n) + 0.2929x(n-1) + 0.4137y(n-1)
How do I Draw the simulation diagram?
I don't require the answer but guidance on how to derive the diagram and final answer.
Thanks.
Regards
Joshy
I require assistance.
Calculate the difference equation and then Draw the simulation diagram of the below transfer function.
H(z) = Y(z)/X(z) = (0,4142 + 0.4142(z^-1)) /(1,4142 - 05858(z^-1))
I performed the normal procedure to find the difference equation, by cross multiplying and using the delay property of the z-transforms, I finally ended up with:
y(n) = 0,2929x(n) + 0.2929x(n-1) + 0.4137y(n-1)
How do I Draw the simulation diagram?
I don't require the answer but guidance on how to derive the diagram and final answer.
Thanks.
Regards
Joshy