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Filtering by: Subject Lumbering -- Mathematical models Remove constraint Subject: Lumbering -- Mathematical models Degree Field Physics Remove constraint Degree Field: Physics Degree Name Master of Arts (M.A.) Remove constraint Degree Name: Master of Arts (M.A.)

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  • The effect of void distribution on the Hugoniot state of porous media

    Creator:
    Creel, Emory Myron Willett
    Abstract:
    Shocked porous granular material experiences pressure dependent compaction. D. John Pastine introduced a model in which the degree of compaction is dependent on the pressure induced by the shock wave, the shear strength of the material, and the distribution of void sizes. In the past, the model could only be...
    Resource Type:
    Masters Thesis
    Full Text:
    experiences pressure dependent compaction. D. John Pastine introduced a model in which the degree of