Derive the delayed unit step function (DUSF) coefficients for the function (f(t)=sin (pi t), 0 leq t
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Derive the delayed unit step function (DUSF) coefficients for the function \(f(t)=\sin (\pi t), 0 \leq t<1 \mathrm{~s}\), with \(m=10\). Also show that the results in DUSF domain are effectively same as that obtained using block pulse function (BPF) domain approximation.
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Related Book For
Control System Analysis And Identification With MATLAB Block Pulse And Related Orthogonal Functions
ISBN: 246725
1st Edition
Authors: Anish Deb, Srimanti Roychoudhury
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