The exact Riemann solutions are constructed in completely explicit forms for the drift-flux
equations of the one-dimensional inviscid, compressible and isentropic liquid-gas two …

The analytical solutions of the Riemann problem for the isentropic Euler system with the
logarithmic equation of state are derived explicitly for all the five different cases. The …

A traffic flow model describing the formation and dynamics of traffic jams was introduced by
Berthelin et al., which consists of a constrained pressureless gas dynamics system and can …

The complete Riemann solutions for the drift-flux model with the pressure law given both for
the extended Chaplygin gas and also for the Chaplygin gas are solved in fully explicit forms …

The phenomena of concentration and cavitation and the formation of δ-shocks and vacuum
states in solutions to the isentropic Euler equations for a modified Chaplygin gas are …

We study the vanishing pressure limits of Riemann solutions to the Chaplygin gas equations
with a source term. The phenomena of concentration and cavitation to Chaplygin gas …

We investigate the limiting behavior of the Riemann solution to the isentropic Euler
equations for logarithmic equation of state with the Coulomb‐like friction term. The formation …

The exact Riemann solutions are presented in fully explicit forms for the one-dimensional
isentropic Euler system of gas dynamics with the body force, in which the shock and …

The Riemann solutions for a simplified two-phase flow model with the logarithmic equation
of state are obtained in fully explicit forms for all four possible different structures. The …

Two kinds of Riemann solutions for the Aw-Rascle hydrodynamic traffic flow model with the
logarithmic equation of state are explicitly obtained by using the combination between 1 …