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Anomalous Shock Displacement Probabilities for a Perturbed Scalar Conservation Law
Universite Paris VII Stanford University
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2012/6/27
We consider an one-dimensional conservation law with random space-time forcing and calculate using large deviations the exponentially small probabilities of anomalous shock profile displacements. Unde...
Stability of planar fronts for a non--local phase kinetics equation with a conservation law in $D \le 3$
phase kinetics fronts non-linear stability non local equation
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2011/9/21
Abstract: We consider, in a $D-$dimensional cylinder, a non--local evolution equation that describes the evolution of the local magnetization in a continuum limit of an Ising spin system with Kawasaki...
Quasi-linear Eddy-Viscosity Model for the Flux of Energy and Momentum to Wind Waves Using Conservation-Law Equations in a Curvilinear Coordinate System
Curvilinear Coordinate System Quasi-linear Eddy-Viscosity Model
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2008/12/22
The airflow above ocean waves is calculated using a quasi-linear model—one in which the effect of the waves on the mean flow is taken into account. The model uses curvilinear coordinates, in which one...
A Set of Lie Symmetrical Conservation Law for Rotational Relativistic
Hamiltonian Systems
rotational relativity Hamiltonian system Lie symmetry
non-Noether conserved quantity
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2007/8/15
2003Vol.40No.3pp.265-268DOI:
A Set of Lie Symmetrical Conservation Law for Rotational Relativistic
Hamiltonian Systems
LUO Shao-Kai1,2 and JIA Li-Qun2
1 Institute of Mat...
A New Conservation Law Derived from Mei Symmetry for the System
of Generalized Classical Mechanics
system of generalized classical mechanics Mei symmetry conservation law
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2007/8/15
2004Vol.42No.6pp.899-902DOI:
A New Conservation Law Derived from Mei Symmetry for the System
of Generalized Classical Mechanics
ZHANG Yi
Department of Civil Engineering,...