Investigate how a certain variable affects the resistance of a piece of nichrome wire in a circuit.

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The Resistance Of a Wire

Aim

To investigate how a certain variable affects the resistance of a piece of nichrome wire in a circuit.

Introduction

As you can see in the diagram above, when electrons move through a wire, they collide with atoms and other free electrons. The more collisions that occur, the greater the resistance. Resistance is something which slows down current flow in a given material.

The resistance depends on a number of variables: the length, thickness and resistivity of the wire could all change the resistance.

Resistivity is a property of the material the wire is made of. Metals with a very regular internal structure have a low resistivity, as it is easy for the electrons to move through in straight lines.

A current flowing through a wire consists of a flow of electrons. These electrons interact with the metal atoms as they flow through the wire. These interactions make it more difficult for the current to flow and cause resistance. The longer the wire, the more atoms have to be passed and so the greater the resistance.

Variables

In order to create a fair test, certain aspects of the experiment will have to be kept the same whilst one key variable is changed.  In my experiment, I have chosen to vary the length of the nichrome wire because it is easy to accurately change the length of the wire in the science laboratory. Changing the length of the wire should give me a very varied set of results from which I hope to make a reasonable conclusion.  I must make sure that all of the controlled variables (listed below) are kept constant or else it would mean it would not be a fair test.  For instance, if one of the sections of wire was slightly longer than the others, the resistance would change, and my results would not be accurate.

Controlled Variables

Controlling variables such as the ones below means that the experiment will be fair.

  • The material the wire is made from should be kept the same during my experiment.  A change in material would change the resistance of the wire, because some materials have more free electrons than others. As the amount of free electrons increases, as does the resistance of the wire.

  • The temperature of the wire should be kept the same during my experiment.  The atoms in the wire are moving back and forth faster and when an electron collides with an atom it loses more of its energy. This is why the hotter the wire gets, the higher the resistance.

  • The cross sectional area of the wire should be kept the same during my experiment. Doing so would affect the resistance of the wire, because it is easier for atoms to move through a wider wire. The larger the cross sectional area, the lower the resistance.

Prediction

I predict that as I increase the length of the wire, the resistance will increase.

Hypothesis

My prediction is that I increase the length of the wire, the resistance will increase.

Diagram Showing Electrons Colliding With Atoms In A Wire

I came to my prediction due to the fact that when electrons move through a wire, they collide with atoms and other free electrons. The more collisions that occur, the greater the resistance. So, the longer the piece of wire, the more atoms there are for the electrons to collide with, increasing the resistance. I also think that the relationship between the wire length and the resistance will be directly proportional, because a wire double the length of another wire will also have double the amount of atoms for the electrons to collide with. This idea is shown in the diagram below. For example, if a 10cm piece of wire had the resistance of 2 Ohms, then the resistance of a 20cm (double the size) should, theoretically, be 4 Ohms. (These figures are examples and do not reflect my final results in any way, they are simply designed to illustrate the proportional increase between a length of wire and its resistance).

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Resistance, measured in Ohms, is something which slows down current flow in a given material/component – in this case, nichrome wire. Ohms Law is a formula discovered by George Ohm which helps determine resistance. It is usually used to calculate the missing value in a given circuit.

When V is the voltage (V), I is the current (A), R is the resistance (Ohms). Ohm’s Law describes that the current flowing (I) through a metal wire is proportional to the potential difference (V) across it. Therefore, Ohm’s Law can be written down like this:

I will ...

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