HW8 - EEL 3105 Fall 2011 Homework 8 1 Solve the following problems for both of these the differential equations d2y dy 6 16 y u(t 2 dt dt 2 dy dy

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Unformatted text preview: EEL 3105 Fall 2011 Homework 8 1. Solve the following problems for both of these the differential equations d2y dy 6 16 y u (t ) 2 dt dt 2 dy dy 12 16 y u (t ) dt 2 dt dy (0) 0 and u=U(t) where U(t) is the unit step function. Find y(t). dt dy (0) 0 and u=unit impulse function. Find y(t). Suppose y(0) =1, dt dy (0) 0 and u(t)=5sin(20t). Find y(t). Suppose y(0)=0, dt dy (0) 0 and u(t)=5sin(20t). Find y(t). Suppose y(0)=1, dt dy (0) 0 and u(t)=5U(t) where U(t) is the unit step function. Find y(t). Suppose y(0)=1, dt A. Suppose y(0)=0, B. C. D. E. 2. Solve Problem 1 using the Laplace transform method. ...
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This note was uploaded on 12/27/2011 for the course EEL 3105 taught by Professor Boykins during the Fall '10 term at University of Florida.

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