Stability of an intersonic shear crack to a perturbation of its edge |
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Authors: | O. Obrezanova |
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Affiliation: | Department of Applied Mathematics and Theoretical Physics, Centre for Mathematical Sciences, University of Cambridge, Wilberforce Road, Cambridge CB3 0WA, UK |
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Abstract: | ![]() A weight function matrix is developed for obtaining the stress singularity coefficients at the edge of a plane crack, moving uniformly at an intersonic speed while subjected to arbitrary shear loading. This is then utilised for deriving, to first order, the perturbations of these coefficients associated with a small spatially and temporally varying perturbation of its edge. The perturbation solution is employed, in conjunction with a simple fracture criterion, to investigate the stability of a uniformly moving intersonic crack, subjected to following loads. |
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Keywords: | Dynamic fracture Elastic material Asymptotic analysis Intersonic crack propagation Crack path instability |
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