What Is the Shear Modulus of Dry Spaghetti?

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SUMMARY

The shear modulus of dry spaghetti is approximately 400 MPa (58 ksi), derived using the formula E=2(1+v)G, where E is Young's modulus and v is the Poisson ratio, assumed to be 0.30. Young's modulus values for dry spaghetti vary, with reported figures of 1E6 PSI at 10% moisture and 1E9 Pa from different sources. Given the brittle nature of dry spaghetti, experimentation with these values is recommended for practical applications involving torsion.

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While doing an assignment on building with spaghetti I have come across the shear modulus. I need to find the shear modulus in order to use the torsion equation. Does anyone have a value for it by any chance?
 
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Just poking around the internet, the values for Young's modulus vary, especially depending on moisture content.

http://books.google.com/books?id=WK..."modulus of elasticity" for spaghetti&f=false

Shows that at 10% moisture, E=1E6 PSI.

http://tap.iop.org/mechanics/materials/228/page_46520.html

Lists it at 1E9 Pa, which is in the same range as the other article.

Most solids are known exhibit Poisson ratios of 0.25-0.35 and taking the middle ground here and assuming v=0.30 for dry spaghetti, you can reach a rather raw approximation by using:

E=2(1+v)G

Solving for G with the assumed values would give you G=400 MPa= 58 ksi

As you can see I've left out any decimal expansion to indicate the lack of accuracy with these values but seeing as torsion doesn't seem to come into play much with spaghetti, I think your best bet is to experiment around with some values in that range to see what works. I think however that since dry spaghetti is most obviously brittle you'll more wiggle room since brittle materials tend to fail in high tensions cases.
 
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