Abstract

The problem of a long tube loaded by a time-dependent, spatially varying prussure distribution applied over a time-dependent region is considered for a rigid, perfectly plastic material. The final plastic deformation is found to depend on an effective applied force, an effective applied moment, an effective length of the loaded region, and the deformation which would be attained if the loading were applied impulsively. A method is developed for approximating the results by closed-form solutions for loadings applied to fixed regions.

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