In this paper, we analyze a quasi-linear parabolic initial-boundary problem describing the
thermal explosion of a compressible micropolar real gas in one spatial dimension. The …

In this paper, we analyze the micropolar, viscous, polytropic, and heat-conducting real gas,
whereby we assume the generalized form of pressure function in the sense that pressure is …

This book presents recent results on nonlinear parabolic-hyperbolic coupled systems such
as the compressible Navier-Stokes equations, and liquid crystal system. It summarizes …

We study a one‐dimensional model of viscous and heat‐conducting micropolar real gas
flow through the channel with solid and thermally insulated walls, whereby the generalized …

We consider the model for one‐dimensional micropolar, viscous, polytropic, and thermally
conductive real gas flow with homogeneous boundary conditions, using the generalized …

In this paper, we investigate the long time behaviour of solutions to the system governing a
heat-conductive, viscous reactive pth power gas confined between two parallel plates. For …

In this paper, we study a large time behavior of the global spherically or cylindrically
symmetric solutions in H 1 for the p-th power compressible Newtonian fluid in multi …

We study the initial and initial-boundary value problems for the p-th power Newtonian fluid in
one space dimension with general large initial data. The existence and uniqueness of …

Understanding shear flow behavior in compressible, viscous, micropolar real gases is
essential for both theoretical advancements and practical engineering applications. This …

We consider the initial and initial‐boundary value problems for a one‐dimensional pth
power Newtonian fluid in unbounded domains with general large initial data. We show that …