An experiment to investigate and determine how rubber behaves when tension forces are applied to it.

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Physics AT1

An experiment to investigate and determine how rubber behaves when tension forces are applied to it

By Jess McFarlane 11WM

Aim

        The initial aim of my experiment is to investigate how rubber behaves when tension forces are applied to it. I also intend to figure out why this happens so that the data that I am provided with will help me to analyse what I plan to write about during this set coursework. For the actual experiment I will be using a rubber band, as this is an easier and less complex way of carrying out the investigation.

Introduction

        When a sample of material in the form of rubber, such as in this case, is pulled so as to apply a tension force, the sample would become longer in size. And the difference between the new length of the sample and its existing length, when there was no tension applied to it, this is called the extension of the particular sample. Tension is a force that is applied to an object of material that is able to change in size, for example, these types of materials could be used, rope, springs, rods, wires and in this particular case rubber.

        Tension is the name given to a force, which acts through a stretched sample or object e.g. when a pulling force is applied at each end of the rope, it is said to be under tension.

Extension occurs in this experiment as well. A definition of extension is when an object such as rubber is stretched and the extension is the difference in the original length and the new length. The diagram below shows this more clearly.

I wish to include extension in my experiment, as I think that it will help me to analyse my data better. This is because the extension is proportional to the tension, in some materials and for all applied tensions up to the stage when the actual sample breaks and also the extension is proportional to the tension for when all tensions applied up to a certain stage and when the sample of material starts behaving in a more complex. Also some materials behave in ways that their extension is not proportional o the tension. I wish to see whether extension will have an effect on the proportionality on the tension and extension.

Hooke’s Law states that, “for relatively small deformations of an object, the displacement or size of the deformation is directly proportional to the deforming force or load. Under these conditions the object returns to its original shape and size upon removal of the load.” Elastic behaviour, according to Hooke’s Law, is when there are displacements in the molecules of the rubber sample being used, are moved from their normal positions, which means they are proportional to the force that causes the displacement. The deforming force may be applied to a solid by stretching, compressing, squeezing, bending, or twisting. So a rubber band exhibits elastic behaviour according to Hooke's law because the small increase in its length when stretched by an applied force doubles each time the force is doubled.

The formula for Hooke’s Law is:        F = kx

Where F = the applied force, k = the constant and x = the change in length

        But Hooke’s Law cannot be applied throughout the experiment because as the rubber band would reach a certain point in its deformation and extension, the limit of proportionality would be reached and Hooke’s Law would no longer be accurate. This is the point is the rubber band’s elastic limit and if the force were to be removed from the rubber band, it would no longer return to its original shape.  

All rubber like materials are polymers, which are high molecular weight compounds consisting of long chains of one or more types of molecules. The process called vulcanisation or in simpler terms curing, produces chemical links between the loosely coiled polymeric chains and therefore elasticity occurs because the chains can be stretched and the cross links cause them to spring back when the stress is released. This is why rubber acts in such a way that when a tension force is applied to it and then is released, the rubber band reforms into its original shape.

Prediction

        In the experiment it is quite hard for me to say how the results will turn out and I am not sure if the tension will be proportional to the extension as my background knowledge on the situation is minimal. I do predict though that the extension will be proportional to the tension up to a point where all tensions are applied and the rubber band will suddenly snap. This is because the physical properties of a rubber band are those of which will eventually snap as the tension increases and if the load weighing it down is too much.

        The rubber band increases in length a certain way until it will suddenly give way. This is because the tension exerted on the rubber band cannot be too great and that the extension of the sample will only go a certain way before it can be extended any longer than it’s original length. The three diagrams below show the way in which an elastic band works and how it’s properties do not allow the extension to be a great length and the tension to kept to a minimal.

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A regular rubber band that has no tension applied to it

The rubber band that has tension applied at each end, with an extension

A rubber band where the tension was too great and it snaps

The tension exerted on the sample of rubber, must be linked to the length it has been stretched. As the tension was to increase, it would do so by a certain length, hence the extension would increase by a certain length. Tension is measured in newtons (N), which is force being exerted ...

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