Add to ORKGA class of exact solutions of the system of isentropic two-dimensional gas dynamics is presented exhaustively. The elements of this class are characterized to be one-dimensional or multidimensional simple waves solutions or regular interactions of simple waves solutions. 1
In this paper, we consider the Riemann problem for a quasilinear hyperbolic system of equations gove...
AbstractWe consider the p-system of isentropic gas dynamics. One of the outstanding questions in the...
This overview is concerned with the well-posedness problem for the isentropic compressible Euler equ...
A class of exact solutions is found for the equations of unsteady two-dimensional gas dynamics. The ...
Geometry of differential equations is investigated in the paper aiming at the obtaining of the compl...
AbstractIn this paper, we give the explicit solution to the general Riemann problem for the lineariz...
The Riemann problem for two-dimensional gas dynamics with isentropic and polytropic gas is considere...
A new second-order nonlinear partial differential equation is derived from one-dimensional unsteady ...
A new second-order nonlinear partial differential equation is derived from one-dimensional unsteady ...
Abstract: The paper studies the system of equations consisting of the 2-D Burgers equation...
This work is devoted to the study of two-dimensional Riemann problem modeled by compressible Euler s...
In this paper, exact solutions with a linear velocity field are sought for the gas dynamics equation...
A new class of exact solutions of plane gasdynamic equations is found which describes piston-driven ...
A new class of exact solutions of plane gasdynamic equations is found which describes piston-driven ...
Non-stationary Euler flows of gases are studied. The system of differential equations describing suc...
In this paper, we consider the Riemann problem for a quasilinear hyperbolic system of equations gove...
AbstractWe consider the p-system of isentropic gas dynamics. One of the outstanding questions in the...
This overview is concerned with the well-posedness problem for the isentropic compressible Euler equ...
A class of exact solutions is found for the equations of unsteady two-dimensional gas dynamics. The ...
Geometry of differential equations is investigated in the paper aiming at the obtaining of the compl...
AbstractIn this paper, we give the explicit solution to the general Riemann problem for the lineariz...
The Riemann problem for two-dimensional gas dynamics with isentropic and polytropic gas is considere...
A new second-order nonlinear partial differential equation is derived from one-dimensional unsteady ...
A new second-order nonlinear partial differential equation is derived from one-dimensional unsteady ...
Abstract: The paper studies the system of equations consisting of the 2-D Burgers equation...
This work is devoted to the study of two-dimensional Riemann problem modeled by compressible Euler s...
In this paper, exact solutions with a linear velocity field are sought for the gas dynamics equation...
A new class of exact solutions of plane gasdynamic equations is found which describes piston-driven ...
A new class of exact solutions of plane gasdynamic equations is found which describes piston-driven ...
Non-stationary Euler flows of gases are studied. The system of differential equations describing suc...
In this paper, we consider the Riemann problem for a quasilinear hyperbolic system of equations gove...
AbstractWe consider the p-system of isentropic gas dynamics. One of the outstanding questions in the...
This overview is concerned with the well-posedness problem for the isentropic compressible Euler equ...