# Question: Given the strains

Given the strains:
εxx = 2,000 εyy = 3,000 εzz = 4,500
γxy = −200 γyz = 300 γzx = 225
Where x = east, y = north, z = up, compression is positive, the units are micro inches per inch, Young’s modulus E = 5.0(10)6 psi, and shear modulus
G = 2.0(10)6 psi, find the corresponding stresses for a linear, homogeneous, isotropic elastic response.

## Answer to relevant Questions

Consider a cylindrical test specimen under a confining pressure of 3,000 psi and an axial stress of 3,000 psi with compression positive, so that in cylindrical coordinates σzz = 3,000 σrr = 3,000 ...Suppose an NX-size test cylinder with an L/D ratio of two has a Young’s modulus of 68.97 GPa, a Poisson’s ratio of 0.35, and fails in uniaxial compressive at 0.1% strain. Find:Br> 1 The axial load (kN) and stress ...If ρ is mass density, explain why or why not the conservation of mass may be expressed as M = ∫v ρdV For a body of mass M occupying volume VLet f : R2 →R be defined by f(x, y) = { x|y| / √x2 + y2 (x, y) ≠ 0, 0 (x, y) =0.Le Ei, i = 1,., k be Euclidean spaces of various dimensions. A function f: E1 X. X Ek→Rp is called multi linear if for each choice of xj € Ej, j ≠ I the function f: Ei→Rp defined by g(x) = f(x1,.,xi-1, ...Post your question