The use in continuum mechanics of weak diffeomorphisms, Cartesian currents and curvature k-varifolds with boundary is discussed. The attention is focused on the analysis of the existence of minimizers for the energies of elastic complex bodies and bodies admitting cracks. The interplay between the analytical features and the physical needs is stressed.

Currents and curvature varifolds in continuum mechanics / Giaquinta, M.; Mariano, P. M.; Modica, G.; Mucci, Domenico. - 229:(2010), pp. 97-117.

Currents and curvature varifolds in continuum mechanics

MUCCI, Domenico
2010

Abstract

The use in continuum mechanics of weak diffeomorphisms, Cartesian currents and curvature k-varifolds with boundary is discussed. The attention is focused on the analysis of the existence of minimizers for the energies of elastic complex bodies and bodies admitting cracks. The interplay between the analytical features and the physical needs is stressed.
2010
Non linear partial differential equations and related topics: A volume dedicated to Nina N. Uralc'eva
9780821849972
American Mathematical Society
STATI UNITI D'AMERICA
Currents and curvature varifolds in continuum mechanics / Giaquinta, M.; Mariano, P. M.; Modica, G.; Mucci, Domenico. - 229:(2010), pp. 97-117.
Giaquinta, M.; Mariano, P. M.; Modica, G.; Mucci, Domenico
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11380/1407276
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