Abstract

ABSTRACTHow does a shell explode into a series of fragments upon impact? The well-accepted explanation is Mott's theory, which considers the fragmentation of shells as a random process controlled by defects. However, Mott's theory is inadequate due to its assumption of energy conversion, and it is incapable of explaining the lack of change in saturation fragment length with the increase in expansion velocity. In this paper, we present a theory to explain the physical mechanism for fragmentation of shells and propose a highly efficient model for predicting the number of necks after fragmentation. We recognise that the fragmentation problem in shells is analogous to the cracking behaviour of tree bark, and closed-form solutions is obtained to describe the relationship between the expansion velocity and the number of necks with consideration of the strain-rate-dependent strength of the shell material. The theoretical results show excellent correlation with the experimental results.

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