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The Internal Resistance of a Cell or Battery
(Introductory
Observations)
| When we
measure the voltage of a battery we say we are measuring the terminal
potential difference of the battery. |
1. The battery (cell) in
the diagram on the right is not supplying any current
(assuming that the voltmeter has infinite resistance).
The terminal potential difference measured under these circumstances
is called the emf, E, of the battery (cell).
E = ________ Volts
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2. The same battery is now supplying
a
current of ________ Amps.
The terminal potential difference, V, is now
V = ________ Volts
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3. The same battery is
now supplying a
current of ________
Amps.
The terminal potential
difference, V, is now
V = ________ Volts |

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Conclusions |
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1. |
When a battery is not
supplying any current, its terminal potential difference is equal
to its __________.
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2.
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As the
current flowing through a battery increases, its terminal potential
difference ____________. |
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3. |
The
difference between the emf and the terminal potential difference is
referred to as the "lost voltage". The lost voltage
represents energy converted to ________ by the
___________________________. |
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Experiment
to Measure the Internal Resistance of a Battery
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As illustrated by the introductory
observations, the terminal potential difference, V, of a battery is
given by
......
| V = emf – lost
voltage |
| V = E -
Ir |
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The aim of the
experiment is to measure the internal resistance of a battery by
plotting a characteristic of the battery. (See expt. 1EM for a
definition the word "characteristic".)
In the following circuit a bulb is
included simply to limit the maximum current.
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If the equation above is
rearranged, we have V = (-r) I
+ E and so we see that the battery characteristic (plotted with V on
the vertical axis) should be a straight line of negative
slope. Hence we can use the graph to find the internal resistance.
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The internal
resistance of a battery is not constant but increases
as the battery is used. For this reason do not leave the
circuit connected longer than is necessary to take the
readings. |
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© David
Hoult 2008 |