If the flow is irrotational, then the system (1.1) has three types of special solutions, namely, the circulatory flow, the radial flow, and the spiral flow.
Oct 22, 2024 · In this paper, we study the existence of the sonic-supersonic solution for the 2D steady isentropic relativistic Euler equations.
The special solutions of 2-D steady isentropic irrotational relativistic Euler system · Sonic–supersonic solutions to a degenerate Cauchy–Goursat problem for 2D ...
Our objective is the construction of solutions with inherent Op1q vorticity at the shock. As such, rather than perturbing from an irrotational regime, we ...
Jan 31, 2021 · Interestingly, the delta contact discontinuity is found in the Riemann solutions of the two-dimensional steady pressureless isentropic ...
In this paper, the expansion problem which arises in a two-dimensional (2D) isentropic pseudo-steady supersonic flow expanding into vacuum around a sharp corner ...
Jun 10, 2013 · In this paper, we investigate Goursat problems, and mixed initial and boundary value problems for the two-dimensional steady relativistic ...
In this paper, we study the special solutions of the steady isentropic irrotational relativistic Euler system with perfect gas. We convert this system into a ...
The special solutions of 2-D steady isentropic irrotational relativistic Euler system · Mengyao HouShouke YouLihui Guo. Physics, Mathematics. Appl. Math. Lett ...
In this section, we construct a finite-time shock solution to the Euler equations for the general adiabatic constant > 1. We achieve this by studying the system.