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Problem Set 13 with 6 Questions - Continuous Time Signals System | EE 341, Assignments of Electrical and Electronics Engineering

Material Type: Assignment; Class: Continuous Time Signals & Syst; Subject: Electrical Engineering; University: New Mexico Institute of Mining and Technology; Term: Fall 1999;

Typology: Assignments

Pre 2010

Uploaded on 08/08/2009

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EE341 Problem Set 13 Due F 12/10/99
1. P6.3-5
2. P6.3-7a-i,iii, b
3. P6.4-1
4. P6.4-2
5. P6.6-7
6. For each set of couple differential equations where inputs are on the right side of the
equations and outputs are on the left
a) draw the block diagram representation of the system of equations where f(t) is the system
input and y(t) is the system output,
b) reduce the block diagram to one block containing the transfer function H(s)=Y(s)/F(s),
c) use matlab to plot the system’s impulse response (y(t) for f(t) = *(t)) and step response
(y(t) for f(t) = u(t)) with time values from 0 to 10 seconds,
d) find the Fourier Transform transfer function H(T) and plot the system’s magnitude and
phase spectra for frequencies between -20rad/sec and 20rad/sec.
i)
&
&
&&
x x f
v x r
y y v
r r y
+
=
=
+ =
+ =
2 2
4 3
3
ii)
& &
& &
&
v v r
x x r r
y v w
wx
rfy
+
=
+ = +
=
=
=
4
2

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Download Problem Set 13 with 6 Questions - Continuous Time Signals System | EE 341 and more Assignments Electrical and Electronics Engineering in PDF only on Docsity!

EE341 Problem Set 13 Due F 12/10/

  1. P6.3-
  2. P6.3-7a-i,iii, b
  3. P6.4-
  4. P6.4-
  5. P6.6-
  6. For each set of couple differential equations where inputs are on the right side of the equations and outputs are on the left a) draw the block diagram representation of the system of equations where f(t) is the system input and y(t) is the system output, b) reduce the block diagram to one block containing the transfer function H(s)=Y(s)/F(s), c) use matlab to plot the system’s impulse response (y(t) for f(t) = *(t)) and step response (y(t) for f(t) = u(t)) with time values from 0 to 10 seconds, d) find the Fourier Transform transfer function H(T) and plot the system’s magnitude and phase spectra for frequencies between -20rad/sec and 20rad/sec.

i) (^) &

x x f v x r y y v r r y

ii) (^) & & & &

v v r x x r r y v w w x r f y