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A filter of the form
G(z) = z2/(z - p)(z - p)
with p = re4ωn will be studied.
With r = 0.95 and ωn = Π/10 , plot the time response to the input sinusoidal waveform generated in the first question. Show both the transient and steady-state response.
Plot the frequency-domain response of the filter. Explain all your working, particularly how the z transfer function is converted to gain/phase plots.
Find the gain and phase from the time-domain response of part (a), and compare to that expected from the frequency response in part (b). Are the results the same?
Two circular coils, one of radius r and the other of radius R are placed coaxially with their centres coinciding. For R >> r, get an expression for the mutual inductance of the arr
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The total energy of a particle, executing simple harmonic motion is Ans) In simple harmonic motion when a particle is displaced to a position from its mean position, then its kin
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Q. Show the linked representation of the graph. Ans: The linked representation of given graph is:
What is calculated constraint relation?
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