The stress state x = y = 0, xy = T = constant corresponds

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The stress state σx = σy = 0, τ xy = T = constant corresponds to the Airy stress function ∅ =–Txy. For this case with constant Poisson’s ratio, show that the general equation (14.1.6) greatly reduces and gives the result that the allowable Young’s modulus must be of the form 1/E = f(x) + g(y), where f(x) and g(y) are arbitrary functions.

Equation 14.1.6

32 /1 2 E 024 2  02  2 + 22 /1 02 2  2 v 3   +2 02 1+r 2     =0

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