Abstract
The method of analytic continuation is used for analyzing the stress state of a circular disk, with rectilinear cracks subjected to an arbitrary self-balanced loading at the circumference. The use of this method together with the Fourier-series expansion leads to a relatively simple computational procedure, with the stress intensity factor being obtained as a by-product of the solution. Some numerical examples are given for a disk with a single edge crack under uniform normal stresses or two opposite concentrated loads.
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