What is the overall delay from the continuous-time input

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In the system shown in Figure P7.22, the discrete-time system is a linear-phase FIR lowpass filter designed by the Parks-McClellan algorithm with δ1 = 0.01, δ2 = 0.001, ωp = 0.4π, and ωs = 0.6π. The length of the impulse response is 28 samples. The sampling rate for the ideal C/D and D/C converters is 1/T = 10000 samples/sec

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(a) What property should the input signal have so that the overall system behaves as an

(b) For the conditions found in (a), determine the approximation error specifications satisfied by |Heff (jΩ)|. Give your answer as either an equation or a plot as a function of Ω.

(c) What is the overall delay from the continuous-time input to the continuous-time output (in seconds) of the system in Figure P7.22?

Reference no: EM131140578

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