A moving transition layer (i.e., a thin three-dimensional interphase region) is investigated in order to replace it by a moving singular non-material surface endowed with thermomechanical properties. By such an analysis, we are able to attain both a general balance law, which holds in the theory of continuous systems with an interface, and a new time differentiation formula for surface integrals evaluated over evolving non-material two-dimensional continua.
Balance Laws for Continua with an Interface deduced from Multiphase Continuous Model with a Transition Layer / L., Graziano; Marasco, Addolorata. - In: INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE. - ISSN 0020-7225. - STAMPA. - 39:8(2001), pp. 873-896. [10.1016/S0020-7225(00)00072-0]
Balance Laws for Continua with an Interface deduced from Multiphase Continuous Model with a Transition Layer
MARASCO, ADDOLORATA
2001
Abstract
A moving transition layer (i.e., a thin three-dimensional interphase region) is investigated in order to replace it by a moving singular non-material surface endowed with thermomechanical properties. By such an analysis, we are able to attain both a general balance law, which holds in the theory of continuous systems with an interface, and a new time differentiation formula for surface integrals evaluated over evolving non-material two-dimensional continua.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
