The author has derived a differential version of the Principal Hugoniot jump relations for a shock wave. From this algebraic equation, relating equation of state and U{sub s} - U{sub p} Hugoniot variables, I explain the general features of the Hugoniot, including two regions of linearity, limiting forms, and insensitivity to shell structure
textThis work outlines and applies a new simulation method for the efficient study of shock wave fr...
Abstract: The preprint studies the system of equations consisting of the 2-D Burgers equat...
none2noIn this paper we investigate the basic features of shock waves propagation in freshwater in t...
From thermodynamics and the Hugoniot jump relations I derive a simple algebraic equation among the G...
The purpose of this paper is to discuss from a historical point of view the classical Rankine-Hugoni...
The purpose of this paper is to discuss from a historical point of view the classical Rankine-Hugoni...
A shock model is developed that leads to an analytical expression for the Hugoniot of condensed me...
The Rankine-Hugoniot jump conditions describe discontinuous solutions to the MHD conservation laws. ...
Abstract. For a quasilinear hyperbolic system, we use the method of vanishing viscosity to construct...
The Hugoniot curve relates the pressure and volume behind a shock wave, with the temperature having ...
In this work we examine how the nonlinearity of the Rankine-Hugoniot jump conditions dictates the be...
Shock-wave data play a unique role in the study of the interior of the Earth in that at pressures of...
The shock jump conditions for the Euler equations in their primitive form are derived by using gene...
Foams, porous solids and granular materials have a characteristic Hugoniot locus that for weak shock...
It has been shown that the kinematics of a shock front in an ideal gas with constant specific heat c...
textThis work outlines and applies a new simulation method for the efficient study of shock wave fr...
Abstract: The preprint studies the system of equations consisting of the 2-D Burgers equat...
none2noIn this paper we investigate the basic features of shock waves propagation in freshwater in t...
From thermodynamics and the Hugoniot jump relations I derive a simple algebraic equation among the G...
The purpose of this paper is to discuss from a historical point of view the classical Rankine-Hugoni...
The purpose of this paper is to discuss from a historical point of view the classical Rankine-Hugoni...
A shock model is developed that leads to an analytical expression for the Hugoniot of condensed me...
The Rankine-Hugoniot jump conditions describe discontinuous solutions to the MHD conservation laws. ...
Abstract. For a quasilinear hyperbolic system, we use the method of vanishing viscosity to construct...
The Hugoniot curve relates the pressure and volume behind a shock wave, with the temperature having ...
In this work we examine how the nonlinearity of the Rankine-Hugoniot jump conditions dictates the be...
Shock-wave data play a unique role in the study of the interior of the Earth in that at pressures of...
The shock jump conditions for the Euler equations in their primitive form are derived by using gene...
Foams, porous solids and granular materials have a characteristic Hugoniot locus that for weak shock...
It has been shown that the kinematics of a shock front in an ideal gas with constant specific heat c...
textThis work outlines and applies a new simulation method for the efficient study of shock wave fr...
Abstract: The preprint studies the system of equations consisting of the 2-D Burgers equat...
none2noIn this paper we investigate the basic features of shock waves propagation in freshwater in t...
DOI
Add to ORKG