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- W2063512478 abstract "In all problems of unsteady crack propagation which have been solved to date [1 to 3], it has been assumed that the crack propagates at a constant speed. This assumption was not prompted by physical considerations of the problem, but by the methods of solution, therefore, the applicability of the results is limited. It would be more realistic to consider the speed of crack propagation as a function of time based on explicit physical hypotheses. Unfortunately, the general case of the resultant problem cannot be solved by existing methods. However, the problem of longitudinal shear cracks i.e. the plane problem in which the displacement is parallel to the crack boundary, may be solved for an arbitrary given variation in crack propagation speed, utilizing the method developed in connection with the theory of supersonic flows [4 and 5]. Note that equilibrium problems of longitudinal shear cracks have been studied in [6 and 7]." @default.
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- W2063512478 date "1966-01-01" @default.
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- W2063512478 title "Unsteady propagation of longitudinal shear cracks" @default.
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- W2063512478 doi "https://doi.org/10.1016/0021-8928(66)90087-6" @default.
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