Some Mixed Boundary Value Problems for an Infinite Solid Containing a Flat Elliptical Crack
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The present paper deals with mixed boundary value problems for an infinite solid containing a flat elliptical crack under internal pressure and bending. In each case, the author maps conformally the crack region onto the unit circle. In the image plane, he shows that the deformation of the crack surface is of the same form as that for a circular crack in the use of the variables of the plane, and obtains a rigorous solution of the problem in the closed form.
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