Investigating the Resistance of a Wire when Changing the Length.

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Investigating the Resistance of a Wire when Changing the Length

Planning

In this experiment, I will be looking at how the length of a wire will affect the size of its resistance. I will do this by measuring the current (using an ammeter) and the voltage (using a voltmeter), and calculating the resistance using Ohm’s Law:

RESISTANCE = VOLTAGE ÷ CURRENT

                                          (       )              (V)               (A)              

To make this investigation a fair test, (by which I mean an experiment where only one variable is changed, and the other(s) stay the same), I will only change the length of the Constantine wire, with a Standard Width Gauge of 36. I will keep the voltage constant, at 2 Volts, and I will measure the current, to determine the resistance using Ohm’s Law.

I have chosen not to change the voltage, because if the voltage is set too high, then it may cause the wire to heat up, and this will give the wire more energy. If the wire has more energy, then it could cause the electrons to move quicker, and the resistance will be lower, by no cause of the rise in Voltage.

The apparatus I will use will be a 1-metre length of Constantine wire, numerous other crocodile clips and electric wires, a metre long ruler, an ammeter, a voltmeter and a Power Supply.

I will collect readings from 10cm to 55cm, every 5cm, which would give me a total of 10 readings. This is so that I will have a large number of results, and then my graph will be a lot more accurate than if I had less. I will take the readings every 5-cm so that the resistances are closer together and there is not too big a gap between each reading I will repeat each reading three times, which would give me 30 results. From these I will total an average Current and Voltage, and then use these to work out the average resistance.

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Below is a diagram is what I plan the experiment to look like:

I predict that as the length of the wire goes up, the resistance will also go up. I predict this because the longer the wire is, the more atoms that the electron will have to pass by and avoid. This means that the more energy that the electrons will have to use up in to avoid the ions. This means that the less energy they will have to get to the end of the metre. If I was to double the length of the wire, then the ...

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