Abstract
This paper considers the elastostatic plane problem of a semi-infinite strip bonded to an infinite strip along its short end and subjected to a bending moment at its far end. The infinite strip is bonded to a rigid substrate along its entire lower side. Solution for the semi-infinite strip is obtained by the superposition of a simple bending solution due to the load at infinity and a residual solution. The residual solution is obtained by a further superposition of Fourier transform solutions for an infinite strip and an antisymmetric half plane. Formulation of the problem is reduced to a system of three singular integral equations of the second kind. These integral equations are solved numerically and the interface stress distributions and the stress intensity factors at the corners are calculated for various geometries and material combinations. Numerical results are presented in graphical form.
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