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1) Consider the circuit below. Assume the switch has been in its initial position for a long time, and it switches
position as indicated at t = 0.
a.
Find v(t) for all t > 0.
Sketch v(t) as voltage vs. time; annotate critical values on your sketch.
b.
W
50 k 2
t = 0
12 V
100 kg
100 PF
v(t)
2) Consider the circuit diagram below; assume the switch has been in the initial position for a long time, and it
switches position as indicated at t = 0.
a.
b.
Find i(t) through the inductor for all t > 0.
Sketch i(t) as current vs. time; annotate critical values on your sketch.
How much energy is stored in the inductor at t = 00?
c.
t = 0
20 mA
20 Ω
30 Ω
10 mA
i(t)
120 mH
3) Review “Example 6.10” from the textbook (same for 5th/6th editions). Now, consider the circuit diagram
below, and assume that the circuit is in steady state. Determine:
the amount of energy stored in C1;
b. the amount of energy stored in L3; and,
the
power dissipated in R1 and R3.
a.
c.
R1
2 kg
L3
1 mH
R3
6 k22
w
m
w
3
L2
500 PH
ma
R2
4 ΚΩ
B
L1
200 μΗ
C2
4 F
C1
10 F
24 V
4) Consider the circuit diagram below. Find Ix(t) for t < 0 and t>0.
2 ΚΩ
6 k 2
4 ΚΩ
w
W
w
Ix
36 V
100 pF
+
= 0
12 V
3 k.22
5) Consider the circuit diagram below. Find Ix(t) for t> 0.
w
w
6 k 2
4 ΚΩ
12 ΚΩ
w
Ix
.
ell
+
1.2 H
9.6 V
ell
360 mH
t=0
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task relates to a sequence of assessments that will be repeated across
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infographic, maybe your own work or that of others. The task is to
undertake a deep, detailed ‘forensic’ like assessment of the design
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For this task, take a close look at the data representation choices:
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