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Title of Journal: Continuum Mech Thermodyn

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Abbravation: Continuum Mechanics and Thermodynamics

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Springer-Verlag

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DOI

10.1007/s00161-012-0250-0

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1432-0959

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Extensions of nondissipative continuum mechanics t

Authors: Miroslav Grmela
Publish Date: 2012/05/22
Volume: 25, Issue: 1, Pages: 55-75
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Abstract

Nondissipative classical continuum mechanics in both Eulerian and Lagrangian formulations is extended to complex fluids and complex solids The extensions involve extra fields characterizing microstructure preserve the Hamiltonian structure of the classical theory and are rigorously derived from Hamiltonian formulations of the particle mechanics and statistical mechanics

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  1. Rate dependence of temperature fields and energy dissipations in non-static pseudoelasticity
  2. On the volume average of energy and net power
  3. Modeling rammed earth wall using discrete element method
  4. Phonon cross-plane transport and thermal boundary resistance: effect of heat source size and thermal boundary resistance on phonon characteristics
  5. The evolution of laminates in finite crystal plasticity: a variational approach
  6. Fracture and debonding of a thin film on a stiff substrate: analytical and numerical solutions of a one-dimensional variational model
  7. Relaxation in crystal plasticity with three active slip systems
  8. A coupled ductile fracture phase-field model for crystal plasticity
  9. A phenomenological and extended continuum approach for modelling non-equilibrium flows
  10. Discrete structures equivalent to nonlinear Dirichlet and wave equations
  11. Variational Formulation of the First Principle of Continuum Thermodynamics
  12. A three-fluid approach in bipolar semiconductors with generation–recombination: constitutive laws and Onsager symmetry
  13. The role of dissipation and defect energy in variational formulations of problems in strain-gradient plasticity. Part 2: single-crystal plasticity
  14. GBT pre-buckling and buckling analyses of thin-walled members under axial and transverse loads
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