Elastic states solving the general boundary value problem of classical elasticity, and being partially completely indepenedent of Poisson's ratio, are characterized in terms of conditions on the accompanying dilatation field.
Independence of Poisson's ratio in classical elastostatics with generalized boundary conditions
SBURLATI, ROBERTA
1986-01-01
Abstract
Elastic states solving the general boundary value problem of classical elasticity, and being partially completely indepenedent of Poisson's ratio, are characterized in terms of conditions on the accompanying dilatation field.File in questo prodotto:
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