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General quantitative analysis of stress partitioning and boundary conditions in undrained biphasic porous media via a purely macroscopic and purely variational approach
Journal article   Peer reviewed

General quantitative analysis of stress partitioning and boundary conditions in undrained biphasic porous media via a purely macroscopic and purely variational approach

Roberto Serpieri and Francesco Travascio
Continuum mechanics and thermodynamics, Vol.28(1-2), pp.235-261
2016-03

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Domestic collaboration
International collaboration
Citation topics
7 Engineering & Materials Science
7.63 Mechanics
7.63.970 Nonlocal Elasticity
Web Of Science research areas
Mechanics
Thermodynamics
ESI research areas
Engineering

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