Assume a digital signal x[n] = 48[n] – 8[n − 2] is input into a filter system that can be described as: 4y[n] = b × y[n − 1] + y[n − 2] + x[n] + a × x[n − 1] − x[n − 2] Where a and b are tuneable coefficients used to change the design of the system. - - a. Find the transfer function of this filter system (keep a and b in the expression) b. To complete the design so the filter has two poles located at ±0.5 and two zeros at -1 ± √√2, what vales of a and b should be chosen?
Assume a digital signal x[n] = 48[n] – 8[n − 2] is input into a filter system that can be described as: 4y[n] = b × y[n − 1] + y[n − 2] + x[n] + a × x[n − 1] − x[n − 2] Where a and b are tuneable coefficients used to change the design of the system. - - a. Find the transfer function of this filter system (keep a and b in the expression) b. To complete the design so the filter has two poles located at ±0.5 and two zeros at -1 ± √√2, what vales of a and b should be chosen?
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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