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Coupling plasticity and energy-conserving elasticity models for clays
Coupling plasticity energy-conserving elasticity models clays
2015/7/1
Coupling plasticity and energy-conserving elasticity models for clays.
Energy-conserving numerical methods for multi-symplectic Hamiltonian PDEs
Energy-conserving numerical methods Hamiltonian PDEs
2012/8/8
In this paper, the discrete gradient methods are investigated for ODEs with 痳st integral,
and the recursive formula is presented for deriving the high-order numerical methods. We
generalize the idea...
Energy-conserving and Hamiltonian low-order models in geophysical fluid dynamics
Energy-conserving Hamiltonian low-order models geophysical fluid dynamics
2009/11/9
Arbitrary truncations in the Galerkin method commonly used to derive low-order models (LOMs) may violate fundamental conservation properties of the original equations, causing unphysical behaviors in ...