EE214
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Title: Maximum Power Transfer
Aim: To connect and test simple DC and AC
circuits. To operate the AVO meter on DC and AC voltage and current ranges. To
verify the maximum power transfer theorem for DC and AC Circuits.
Apparatus:
See your manual for apparatus.
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THEORY:
The
power transferred from a supply source to a load is at its maximum when the
resistance of the load is equal to the internal resistance of the source. On
the other words" A resistive load will be consumptive maximum power from
the supply when the load resister is equal to the equivalent (Thevenin) network
resister"
Maximum
power transfer theorem determines the value of resistance RL for which, the
maximum power will be transferred from source to it. Actually the maximum
power, drawn from the source, depends upon the value of the load resistance.
There may be some confusion let us clear it.
RL = Rth
…….
For
maximum power transfer
IL = Vth
/ (Rth + RL) = Vth / (Rth + Rth)
= Vth / 2Rth
Where, Pmax = IL 2RL
= Vth 2 / 4Rth
The
maximum value of power which occurs when
RL = Rth.
Maximum
power transfer does not coincide with maximum efficiency.
Application
of The Maximum Power Transfer theorem to AC power distribution will not result
in maximum or even high efficiency. The goal of high efficiency is more
important for AC power distribution, which dictates a relatively low generator
impedance compared to load impedance.
Maximum power transfer does not coincide with the
goal of lowest noise. For example, the low-level radio frequency amplifier
between the antenna and a radio receiver is often designed for lowest possible
noise. This often requires a mismatch of the amplifier input impedance to the
antenna as compared with that dictated by the maximum power transfer
theorem.
For
Procedure and Circuit Diagram, See your Electrical Laboratory Manual on page
3.
Fill Up
Tables in Your Manual and Continue To….
PRECAUTIONS:
For
Precautions, See General Electrical Lab
Precautions
Answers
to Questions:
No Questions in this experiment.
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