The integral balance laws of continuous systems with an interface are obtained as a limit of balance law relative to suitable three-dimensional continuum. This approach supplies a physical interpretation of the quantities appearing in the balance laws and dodges around the not invariance under Galilean transformations of angular momentum balance.
On the derivation of thermomechanical balance equations for continuous systems with a nonmaterial interface / F., Dell'Isola; Romano, Antonio. - In: INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE. - ISSN 0020-7225. - STAMPA. - 25:11--12(1987), pp. 1459-1468. [10.1016/0020-7225(87)90023-1]
On the derivation of thermomechanical balance equations for continuous systems with a nonmaterial interface
ROMANO, ANTONIO
1987
Abstract
The integral balance laws of continuous systems with an interface are obtained as a limit of balance law relative to suitable three-dimensional continuum. This approach supplies a physical interpretation of the quantities appearing in the balance laws and dodges around the not invariance under Galilean transformations of angular momentum balance.File in questo prodotto:
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