A simple numerical scheme for the calculation of the motion of shock waves in gases based on Whitham's theory of geometrical shock dynamics is developed. This scheme is used to study the propagation of shock waves along walls and in channels and the self-focusing of initially curved shockfronts. The numerical results are compared with exact and numerical solutions of the geometrical-shock-dynamics equations and with recent experimental investigations
AbstractHighly accurate shock wave problems are presented using a combination of numerical technique...
19th International Symposium on Nonlinear Acoustics (ISNA), Waseda Univ, Tokyo, JAPAN, MAY 21-24, 20...
Oblique shock reflection from an axis of symmetry is studied using Whitham's theory of geometrical s...
Shock wave focusing can lead to extreme thermodynamic conditions, and applications have been extende...
A finite-difference numerical method for geometrical shock dynamics has been developed based on the ...
A numerical scheme for shock propagation in three space dimensions is presented. The motion of the l...
International audienceGeometrical Shock Dynamics (GSD) is a simplified model for nonlinear shock wav...
conservation laws, shock dynamics, blast waves, piston problems. Shock ray theory (SRT) has been fou...
In this paper the kinematics of a curved shock of arbitrary strength has been discussed using the th...
A combined experimental-numerical study was conducted to determine the effect of bleeding on the pro...
Geometrical Shock Dynamics (GSD) is a simplified model for nonlinear shock wave propagation for whic...
The theory of shock dynamics in two dimensions is reformulated to treat shock propagation in a non-u...
The propagation of shock waves involves complex interactions between waves and surrounding media, wh...
Curved shock waves, particularly converging shock waves, have applications in a wide variety of el...
The objective of this dissertation is to develop robust and accurate numerical methods for solving ...
AbstractHighly accurate shock wave problems are presented using a combination of numerical technique...
19th International Symposium on Nonlinear Acoustics (ISNA), Waseda Univ, Tokyo, JAPAN, MAY 21-24, 20...
Oblique shock reflection from an axis of symmetry is studied using Whitham's theory of geometrical s...
Shock wave focusing can lead to extreme thermodynamic conditions, and applications have been extende...
A finite-difference numerical method for geometrical shock dynamics has been developed based on the ...
A numerical scheme for shock propagation in three space dimensions is presented. The motion of the l...
International audienceGeometrical Shock Dynamics (GSD) is a simplified model for nonlinear shock wav...
conservation laws, shock dynamics, blast waves, piston problems. Shock ray theory (SRT) has been fou...
In this paper the kinematics of a curved shock of arbitrary strength has been discussed using the th...
A combined experimental-numerical study was conducted to determine the effect of bleeding on the pro...
Geometrical Shock Dynamics (GSD) is a simplified model for nonlinear shock wave propagation for whic...
The theory of shock dynamics in two dimensions is reformulated to treat shock propagation in a non-u...
The propagation of shock waves involves complex interactions between waves and surrounding media, wh...
Curved shock waves, particularly converging shock waves, have applications in a wide variety of el...
The objective of this dissertation is to develop robust and accurate numerical methods for solving ...
AbstractHighly accurate shock wave problems are presented using a combination of numerical technique...
19th International Symposium on Nonlinear Acoustics (ISNA), Waseda Univ, Tokyo, JAPAN, MAY 21-24, 20...
Oblique shock reflection from an axis of symmetry is studied using Whitham's theory of geometrical s...