We prove some uniqueness theorems for the mixed, non-linear problem of finite elastodynamics in unbounded domains. We avoid assuming the (major) symmetry of the elasticity tensor.
On uniqueness in finite elastodynamics for unbounded bodies without strain energy function
SCARPETTA, Edoardo
1986-01-01
Abstract
We prove some uniqueness theorems for the mixed, non-linear problem of finite elastodynamics in unbounded domains. We avoid assuming the (major) symmetry of the elasticity tensor.File in questo prodotto:
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