Coursework on Properties of Aluminium

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SUMMARY

This discussion focuses on the properties of aluminium, particularly its application in computer cases. Tom seeks guidance on performing a calculation related to aluminium's strength compared to steel. A suggestion is made to compare the thickness required for aluminium to match steel's strength, emphasizing that despite needing to be thicker, aluminium's lower density may result in a lighter overall product. The conversation highlights the importance of material properties in design considerations.

PREREQUISITES
  • Understanding of material properties, specifically tensile strength and density.
  • Familiarity with Young's modulus and its application in material science.
  • Basic knowledge of comparative material analysis.
  • Awareness of aluminium's role in engineering and design.
NEXT STEPS
  • Research the calculation of Young's modulus for aluminium.
  • Explore the density ratios between aluminium and steel.
  • Investigate the implications of material thickness on structural integrity.
  • Learn about the advantages of using aluminium in various engineering applications.
USEFUL FOR

Students studying material science, engineers involved in product design, and anyone interested in the comparative analysis of materials for practical applications.

tomfitzyuk
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Hey,

I'm doing some coursework on the properties of aluminium and why aluminium is a good material for computer cases.

Now, in the coursework I must have a section on some sort of calculation but am clueless as to what calculation I could do (i.e. if you was doing nylon for a fishling line you could calculate Young's modulus) for aluminium.

Does anybody have any ideas?

Thanks in Advance
Tom
 
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How about you (roughly) compare the strength of steel and aluminium and say that the aluminium would have to be 50% thicker, or twice as thick, or whatever to be the same strength. But then as aluminium is much lighter than steel, it might work out to be lighter even though it's thicker. You can use the ratio of the two material densities to work out how much lighter it would be.
 

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