Chapter 3 - Study Guide
Copyright ©1997 L. P. Huelsman
Objectives: In studying the material in this chapter, you should have the
following major goals:
- Learn the expression for the equivalent resistance
of a series connection of resistors in terms of their individual resistances.
- Learn the expression for the equivalent resistance of a parallel
connection of resistors in terms of their individual resistances.
- Learn the expression for the equivalent conductance of a parallel
connection of resistors in terms of their individual conductances.
- Learn the expression for the equivalent resistance of two resistors
connected in parallel.
- Learn the expression for a voltage divider and the
condition on load resistance under which it applies.
- Learn the expression for a current divider.
- Learn the way in which a Delta (or Pi) configuration of resistors
can be transformed into a Y or T configuration and vice versa.
Skills: In studying the material in this chapter, you should make certain
that you develop the following skills:
- Find the equivalent resistance of series or parallel
combinations of individual resistors.
- Find the equivalent resistance
of a ladder network consisting of alternating series and shunt resistors.
- Apply the voltage divider analysis method to a circuit in which
the load resistor is much greater in value than the values of the voltage
divider resistor.
- Find the values of shunt and series resistors which can be used
to change the scales of a D'Arsonval ammeter or voltmeter.
- Use a Wheatstone bridge to find the value of an unknown resistor.
Review Questions: Test your understanding of the material in this chapter
by answering the following review questions:
1. If the load resistor connected across the output of a voltage divider is not
considerably larger than the voltage divider resistors, how can the voltage
divider method be modified to give the correct result?
2. If the voltages applied to the three terminals of a Delta configuration of
resistors are the same as the voltages applied to the three terminals of an
equivalent Y configuration, is the total power dissipated in the circuit
the same?
3. Find a simplified form for the Delta-to-Y and
Y-to-Delta expressions that applies to the case where the
resistors in either of the configurations have the same value.
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Last modified: Jun 6, 1997