Abstract
The elastic anti-plane shear problem of a long cylinder with a cracked elliptical crosssection was analyzed from the viewpoint of fracture mechanics. The crack extended through the cylinder, being a segment of the major axis of the ellipse, not necessarily in the central position. The applied loading was formed by anti-plane shear stresses acting on the crack faces. Successive conformal mappings and techniques of the analytic function theory were employed in order to obtain the crack-plane stresses.
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