The principal stresses at a point in a stressed material are-1-200 N-mm2- -2-150 N-mm2- and -3-200 N-mm2- E - 210 kN-mm2 and - - 0-3- The volumetric strain will be

Volumetric strain nbsp; nbsp; ∈_v=σ_1+σ_2+σ_3E(1 2μ ) nbsp; nbsp; nbsp;=550210×10^3(1 2× 0.3) nbsp; nbsp; nbsp;=1.047×10^ 3 ...

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Principal Stresses and Plane

The principal...

Question

The principal stresses at a point in a stressed material are
$σ_{1} = 200 N / m m^{2}$ , $σ_{2} = 150 N / m m^{2}$ , and $σ_{3} = 200 N / m m^{2}$ . E = 210 $k N / m m^{2} a n d μ = 0.3$ . The volumetric strain will be

8.945 \times 10^{- 4}

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8.945 \times 10^{- 2}

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6.54 \times 10^{- 3}

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6.54 \times 10^{- 4}

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Solution

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Similar questions

σ_{1} a n d σ_{2}

σ_{1} = 200 N / m m^{2}

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μ = 0.25

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σ_{2}

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σ_{1} = 122 N / m m^{2}

σ_{2} = 60 N / m m^{2}

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σ_{x} = 100 N / m m^{2}

σ_{y} = 500 N / m m^{2}

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