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The axial strain is P/AE

L = length (not shown)

50kN = 50000 N = .05 meganewton

E = 180000 Megapaschals

A = 20 x 40 = 800 mm^2 = 0.0008 m^2

strain = e = .05/.0008/180000 = 0.000347

The new area is (1+ue)^2 A = (1-.25(.000347))^2 times .0008 = .00079986 m^2 = 799.86 mm^2

new length is (1+e) times original length =1.000347L

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Q: A 0.5m metal bar has a rectangular cross-section of 40mm x 20mm. It is loaded axially with 50kN. Find the new cross-sectional area and the new length if E 180GPa and Poisson's ratio is 0.25. Answer?
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