Linear Circuit Element - Basic Electrical Engineering - Homework, Exercises of Electrical Engineering

These are the Homework of Basic Electrical Engineering which includes Combined Signal, Magnitude of Frequency Response, Input to System, Cosine Signals, Complext Exponentials, Fourier Transform, Frequency Response of System etc.Key important points are: Linear Circuit Element, Internal Resistance of Oven, Express Power Dissipated, Mathematical Model, Voltage Source, Power Supplied by Current Source, Node Voltages, Loop Currents

Typology: Exercises

2012/2013

Uploaded on 03/27/2013

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EEE393 Basic Electrical Engineering
13 Feb 2007, Tuesday (bring to the class)
HOMEWORK 1
1. a) Each of the below v-i relationships describe a circuit element. Which one is a linear
circuit element?
b) An electric oven is rated 2200W. How much current does it draw? What is the internal
resistance of the oven? (Assume 220V. Ignore AC effects).
c) Express power dissipated in a resistance (P) in terms of current (i) and resistance (R).
d) Give an example of a mathematical model that is a simplified version of the real physical
device/system/process etc. When does the difference start to become important? Is there a
more appropriate model for those situations? (You can give an example from your own
field also).
e) When you try to start a car while the headlights are on, the headlights dim when you turn
the ignition. Can you explain why? (Hint: Think of the car battery as a voltage source,
and consider question (d) above).
2.
3.
v
i
v
i
v
i
V = 5
i
2
+i/2
+
+
i
2
i
1
i1 = ?
i2 = ?
R
2
R
1
V
2
V
1
i1 = ? vba = ?
i2 = ? bde = ?
What is the power supplied
by the current source?
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EEE393 Basic Electrical Engineering

13 Feb 2007, Tuesday (bring to the class)

HOMEWORK 1

a) Each of the below v-i relationships describe a circuit element. Which one is a linear circuit element?

b) An electric oven is rated 2200W. How much current does it draw? What is the internal resistance of the oven? (Assume 220V. Ignore AC effects). c) Express power dissipated in a resistance (P) in terms of current (i) and resistance (R). d) Give an example of a mathematical model that is a simplified version of the real physical device/system/process etc. When does the difference start to become important? Is there a more appropriate model for those situations? (You can give an example from your own field also). e) When you try to start a car while the headlights are on, the headlights dim when you turn the ignition. Can you explain why? (Hint: Think of the car battery as a voltage source, and consider question (d) above).

2.

v

i

v

i

v

i

V = 5⋅i^2 +i/

+ +

i 2

i 1

i 1 =?

i 2 =?

R 2

R 1

V 1 V 2

i 1 =? vba =?

i 2 =? bde =?

What is the power supplied

by the current source?

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a) Write equations for branch

currents using KCL, KVL

and v-i relations. Put in a

matrix form.

b) Find I using node voltages.

c) Find I using loop currents.

Use superposition to find

currents I 1 and I 2.

a. Find the Thevenin and Norton

equivalents of the one-port on the

left of the gray line.

b. Using one of the equivalent circuits,

find V and I for RL = 0.8, 2.8, and

4.8. Plot V vs. I. Where does the line

intersect the v and i axes?

Points: 1: 15 2: 10 3: 15 4: 20 5: 10 6: 15 7: 15

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