An investigation to find out what factors affect the resistance of constantan wire.

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Catherine Lynskey

An investigation to find out what factors affect the resistance of constantan wire.

Introduction

Ohm’s law and Resistance

In 1826, Georg Ohm discovered if the temperature of a wire remains constant, the current flowing through a metal wire is proportional to the potential different across it. (If you double the p.d the current is doubled.) Ohm’s Law also states the ratio of the voltage across a conductor to the current flowing through it is constant, the resistance. The resistance of a conductor depends on its length, thickness and the material it’s made from. The unit of resistance is ohm.

This was then named Ohms Law.

Resistance is when the wire tends to resist the movement of electrons. It has a certain resistance to the current. The greater the resistance, the more voltage is needed to push a current through the wire.

Resistance is calculated by:

Hypothesis

I predict that the longer the wire is the greater the resistance; this will also be the same for the wire with a small cross sectional area. The wire with a larger cross sectional area and the shorter length will have less resistance. I believe that as I double the length of the wire the resistance will also double. This is all due to Ohms law.

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Factors that may affect the experiment.

The independent variables:

  • Length
  • Cross sectional area.

There are factors that I can change and factors that I can keep the same, but the factor that is uncontrollable is temperature. The temperature in the surrounding area may change, but I can try and keep the wire the same heat by using the same voltage.

If the temperature begins to rise and becomes warmer than when the experiment started, the wire will gain kinetic energy and will therefore not be a fair test.

  • As the length increases, the resistance increases.
  • As ...

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