# Question

Given the stresses in psi:
σxx = 1,500 σyy = −2,000 σzz = 3,500
τxy = 600 τyz = −300 τzx = −500
Where x = east, y = north, z = up, compression is positive, find: the secondary principal stresses in the zx-plane and sketch

## Answer to relevant Questions

Given the stresses in MPa: σxx = 10.35 σyy = −13.79 σzz = 24.14 τxy = 4.14 τyz = −2.07 τzx = −3.45 where x = east, y = north, z = up, compression is positive, find: the ...Show that under complete lateral restraint and gravity loading only, that the vertical normal stress in a homogeneous, isotropic linearly elastic earth at a depth z measured from the surface with compression positive is ...A stress measurement made in a deep borehole at a depth of 500 m (1,640 ft) indicates a horizontal stress that is three times the vertical stress and that the vertical stress is consistent with an estimate based on ...Define when a function f: Rn → R is independent of the first variable and find f1 (a, b) for such f. Which functions are independent of the first variable and also of the second variable?A function f: Rn x Rm→ Rp is bilinear if for x,x1, x2 € R n, y,y1, y2 € Rm and a € R\ We have, f(ax, y) = af (x, y) = f(x, ay) f(x1 + x2, y) = f(x1, y) + f(x2, y) f(x, y1 +y2) = f(x, y1) + f(x, y2) ...Post your question

0