The problem of a strong cylindrical shock wave collapsing at the axis of symmetry is studied
in non-ideal magnetogasdynamics. The perturbation approach used in this work provides a …

The propagation of a cylindrical shock wave in a rotational axisymmetric non-ideal dusty gas
under the action of monochromatic radiation with increasing energy, which has variable …

In this article, we used the perturbation series technique to study the problem of strong
converging cylindrical shock waves, collapsing at the axis of symmetry in a non-ideal gas …

The main goal of the paper is to obtain invariance analysis of fractional‐order Hirota–
Satsuma‐coupled Korteveg–de Vries (HSC‐KdV) system of equations based on Riemann …

In the present paper, we use a Lie group of transformations to obtain a class of similarity
solutions to a problem of cylindrically symmetric strong shock waves propagating through …

Self-similar solutions are determined for one-dimensional unsteady and cylindrically
symmetric flow, driven by a moving piston in a dusty gas. Solid particles of the gas are …

We studied the problem of converging cylindrical and spherical strong shock waves
collapsing at the axis/center of symmetry for a non-ideal gas with constant density. We have …

In the present paper, we study the Riemann problem for quasilinear hyperbolic system of
partial differential equations governing the one dimensional non-ideal isentropic …

The present paper demonstrates the analysis of converging shock wave in an ideal relaxing
gas with dust particles via Lie group theoretic method. The Lie group of transformations is …

The similarity solutions to the problem of cylindrically symmetric strong shock waves in an
ideal gas with a constant azimuthal magnetic field are presented. The flow behind the shock …