Young Modulus case study

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Young's Modulus of fishing lines

Introduction

In this assessment, I am going 'to explore the properties of fishing line which are considered by manufacturers when designing them.'1

Investigation

I am going to be concentrating on the types of fishing line used. I am going to measure the Young's Modulus of each line to determine their tensile strength and resistance to stretching. In order to do this, I am going to perform an experiment that will measure the YM of each line.

How does it relate to the case study? The results from the experiment will give me an idea of their capability of being useful fishing lines.

Define: Young's Modulus - 'the stress and strain of a material are proportional to each other. Below this limit, for a particular material, stress divided by strain is a constant. This constant is called the Young's Modulus.'2

Theory.

If we know the force of the mass being applied on the line, and we know the area of the line, we can calculate the stress. Measure the length of the line, and then perform the experiment to observe the change in length, to get the strain. Thereafter, by using the formula Y.M. = Stress / Strain to calculate the Young's Modulus. However, there is going to be a percentage error we will have to consider.
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A higher Young's Modulus may mean that a particular line has a higher stiffness; therefore it wouldn't break easily.

Brief Explanation: Stretch a sample of long, thin line across a bench and clamp down one side and dangle down the other side, weighted by a known mass. Place a marker on the line next to a scale. Add more mass, and observe the marker move in order to determine the change in length. Continue until the line breaks. Using the recorded results, determine each line's Young Modulus using the formula.

Fishing Lines and their properties
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