<正> The weak discontinuity surfaces for a system of quasi-linear differential equations of higher order are developed.The classification of equation systems in fluid mechanics is based on the propagative weak discontinuity surfaces.Types of equations for different flow models are discussed.The concl...0175-8
Abstract: Precise solutions for the quasilinear transport equation and a system of shallow...
This entry follows section [1] of the present encyclopedia, where the general conditions of propagat...
This book discusses a number of qualitative features of mathematical models of incompressible fluids...
A wide class of difference equations is described for approximating discontinuous time dependent sol...
summary:The introduction of the concept of weak non-linearity is motivated by the effort to determin...
We consider the numerical integration of discontinuous differential systems of ODEs of the type: x' ...
In this paper we study the propagation of weak discontinuities in quasi-linear hyperbolic systems of...
ABSTRACT. In these notes we review the theory of weak solutions of the Navier-Stokes equations for c...
AbstractIn order to investigate the linearized stability or instability of compressible flows, as it...
Abstract. In this paper, we define discontinuous dynamical systems which can be used as models of va...
The system of nonlinear hyperbolic equations of shallow water flow over an obstacle yields different...
AbstractIn this paper, we define B-smooth discontinuous dynamical systems which can be used as model...
AbstractIn this paper, we determine the critical time, when a weak discontinuity in the shallow wate...
Based on a brief historical excursion, a list of principles is formulated which substantiates the ch...
The equation , whereH is Heaviside's step function, appears for example in continuous sedimentation ...
Abstract: Precise solutions for the quasilinear transport equation and a system of shallow...
This entry follows section [1] of the present encyclopedia, where the general conditions of propagat...
This book discusses a number of qualitative features of mathematical models of incompressible fluids...
A wide class of difference equations is described for approximating discontinuous time dependent sol...
summary:The introduction of the concept of weak non-linearity is motivated by the effort to determin...
We consider the numerical integration of discontinuous differential systems of ODEs of the type: x' ...
In this paper we study the propagation of weak discontinuities in quasi-linear hyperbolic systems of...
ABSTRACT. In these notes we review the theory of weak solutions of the Navier-Stokes equations for c...
AbstractIn order to investigate the linearized stability or instability of compressible flows, as it...
Abstract. In this paper, we define discontinuous dynamical systems which can be used as models of va...
The system of nonlinear hyperbolic equations of shallow water flow over an obstacle yields different...
AbstractIn this paper, we define B-smooth discontinuous dynamical systems which can be used as model...
AbstractIn this paper, we determine the critical time, when a weak discontinuity in the shallow wate...
Based on a brief historical excursion, a list of principles is formulated which substantiates the ch...
The equation , whereH is Heaviside's step function, appears for example in continuous sedimentation ...
Abstract: Precise solutions for the quasilinear transport equation and a system of shallow...
This entry follows section [1] of the present encyclopedia, where the general conditions of propagat...
This book discusses a number of qualitative features of mathematical models of incompressible fluids...
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