Asymmetrically cracked cylinder under torsion (Q1071587)

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scientific article; zbMATH DE number 3940947
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Asymmetrically cracked cylinder under torsion
scientific article; zbMATH DE number 3940947

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    Asymmetrically cracked cylinder under torsion (English)
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    1986
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    A problem of sufficient practical interest was solved in this paper within the context of linear elastostatics. The elastic body has the form of a shaft with a circular cracked cross-section, the crack being a segment of a diameter, not necessarily in the central position. The external loading was a twisting couple or, equivalently, anti-plane stresses acting on the crack faces. The solution is effected by using complex-variable techniques and reducing the problem to the Keldysh-Sedov mixed boundary value problem. In our opinion, this approach is the most simple and straightforward as compared with previous procedures which have solved similar problems.
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    antiplane deformation
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    I-integral
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    stress field
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    linear elastostatics
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    shaft
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    circular cracked cross-section
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    segment of a diameter
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    external loading
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    twisting couple
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    anti-plane stresses
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    Keldysh-Sedov mixed boundary value problem
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