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Spring 2006 EE40 Midterm Exam: Electrical Engineering, Exams of Microelectronic Circuits

The spring 2006 midterm exam for the ee40 course in electrical engineering. The exam covers topics such as transfer functions, bode plots, circuit analysis, and diode behavior. Students are required to solve problems related to matching transfer functions to bode plots, calculating transfer function magnitudes and phases, sketching bode plots, finding circuit voltages and currents, and analyzing diode circuits.

Typology: Exams

2012/2013

Uploaded on 03/22/2013

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EE40 Midterm 2
Spring 2006
Professor Chang-Hasnain
Total Time Allotted: 80 minutes
Total Points: 100
1. (20 pts) Match the transfer function to the Bode plot. Each transfer function matches to
exactly one Bode plot. Also there is no partial credit for this question
a.
1
100
5.0
100
1
)(
2
+
+
=jfjf
fH
b.
2
1
100
1
)(
+
=jf
fH
b.
+
=
1
1000
1
)( jf
fH
d.
+
=
1
100
1
)( jf
fH
e.
1
100
1
)(
2
+
=jf
fH
Mark your answer here Magnitude Plot(dB)
pf3
pf4
pf5
pf8
pf9

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EE40 Midterm 2 Spring 2006 Professor Chang-Hasnain

Total Time Allotted: 80 minutes Total Points: 100

  1. (20 pts) Match the transfer function to the Bode plot. Each transfer function matches to exactly one Bode plot. Also there is no partial credit for this question a.

^ +

^ +

jf jf

H f

b.

2 1 100

jf

H f

b.

jf

H f

d.

jf

H f

e.

^ +

jf

H f

Mark your answer here Magnitude Plot(dB)

Mark your answer here Phase Plot(degrees)

b. (12 pts) In the following table, write the magnitude and phase values for H(f) for f=100Hz, f=1000Hz, very low f values (f 0 Hz) and very high f values (f infinity Hz). These answers only need to be within 1.5 times the correct answer (but only because of rounding errors or sketching inaccuracies that you might have. Do not use the “straight line” approximation if it will cause your answer to be off from the exact value by more than 1.5 times).

f value (Hz) 10log|H(w)|^2 ang H(w) Very low f f = 100 Hz f = 1000 Hz Very high f

c. (8 pts) Sketch the bode plot of this transfer function. Sketch BOTH the magnitude and phase plot. Make sure to label the slopes of segments, the two break points of the transfer function, the low frequency magnitude, the nigh frequency magnitude, and the highest value on the phase plot. Be as accurate as you can, i.e., do not use the “straight line” approximation except as a starting guide if you wish for plotting the actual transfer function.

c. (5 pts) Let R_1 = 10 ohms and R_2 = 100 ohms. Find V_c in the circuit below, in terms of V_1 and V_2:

  1. (30 pts) Consider the circuit shown below, in which the RC time constant is very long compared to the period T of the input Vin(t). Use the Ideal Diode model: If VD<0, then the diode is OFF and does not pass current (ID=0) If ID>0, then the diode is ON and VD=

VD is the voltage drop across the diode and ID is current through the diode. VD=Vout in this problem. Analyze the following circuit. Given Vin(t)=Vmsin(2π/T) for t>0 and Vc(t=0-)=0.

a. (8 pts) sketch Vc(t)? Label all key values.

Vc(t)

T 2T 3T

b. (8 pts) Sketch Vout(t)? Label all key values.

1 Vout(t)

T 2T 3T

c. (8 pts) Explain what is happening for different time duration.