We develop further a discrete-to-continuum approach to sparse media for which we do not grant the common axiom of permanent identification of the material elements. After refining our previous work on this topic, we focus our attention on the identification of stresses and self-actions at continuum scale in terms of the molecular interactions. Moreover, we introduce and discuss a notion of tensorial temperature by considering a grand canonical statistical ensemble constituted by molecules freely flowing in and out a control volume

Interactions in a multi-scale representation of sparse media: from mechanics to thermodynamics / GIanfranco Capriz; Paolo Maria Mariano. - In: JOURNAL OF ELASTICITY. - ISSN 0374-3535. - STAMPA. - 135:(2019), pp. 91-115. [10.1007/s10659-019-09727-x]

Interactions in a multi-scale representation of sparse media: from mechanics to thermodynamics

Paolo Maria Mariano
2019

Abstract

We develop further a discrete-to-continuum approach to sparse media for which we do not grant the common axiom of permanent identification of the material elements. After refining our previous work on this topic, we focus our attention on the identification of stresses and self-actions at continuum scale in terms of the molecular interactions. Moreover, we introduce and discuss a notion of tensorial temperature by considering a grand canonical statistical ensemble constituted by molecules freely flowing in and out a control volume
2019
135
91
115
GIanfranco Capriz; Paolo Maria Mariano
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Utilizza questo identificatore per citare o creare un link a questa risorsa: https://hdl.handle.net/2158/1162808
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