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Boundary element method in micropolar thermoelasticity. Part II: Boundary integro-differential equations
Abstract This paper is devoted to the derivation of regularised integral representations of the heat flux, traction vector and couple vector in general micropolar thermoelasticity. Such integral representations result in the boundary integro-differential equations which can be considered as an alternative of the boundary integral equations. Sometimes, both the BIE and BIDE form a complete system of boundary equations. A survey of regularized integral representations as well as the BIDE throughout all the micropolar thermoelasticity is presented.
Boundary element method in micropolar thermoelasticity. Part II: Boundary integro-differential equations
Abstract This paper is devoted to the derivation of regularised integral representations of the heat flux, traction vector and couple vector in general micropolar thermoelasticity. Such integral representations result in the boundary integro-differential equations which can be considered as an alternative of the boundary integral equations. Sometimes, both the BIE and BIDE form a complete system of boundary equations. A survey of regularized integral representations as well as the BIDE throughout all the micropolar thermoelasticity is presented.
Boundary element method in micropolar thermoelasticity. Part II: Boundary integro-differential equations
Sládek, V. (Autor:in) / Sládek, J. (Autor:in)
Engineering Analysis ; 2 ; 81-91
01.01.1985
11 pages
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
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