hw5 - for the magnitude and argument (phase angle) of the...

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ASE 330M Linear System Analysis Unique Number: 12880, Spring 2007 Homework #5 Frequency Response Function BIBO Stability Date given: March 29, 2007 Date Due: April 10, 2007 1. An LTI system has a step response ( e - t sin t ) u ( t ). (a) Determine whether the system is BIBO stable. (b) Evaluate the frequency response function for this system. Further, obtain expressions
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Unformatted text preview: for the magnitude and argument (phase angle) of the frequency response function. 2. Determine stability and frequency response functions for each of the following LTI systems having impulse responses described by: (a) h ( t ) = e-| t | (b) h ( t ) = cos( t )[ u ( t-3)-u ( t + 3)] (c) h ( t ) = e 2 t u (-t ) 1...
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This note was uploaded on 09/25/2011 for the course ASE 18510 taught by Professor Jeannefalcon during the Spring '10 term at University of Texas at Austin.

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