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 …

We consider 1‐D thermal explosion of a compressible micropolar real gas, assuming that
the initial density and temperature are bounded from below with a positive constant and that …

In this paper, we prove that the one-dimensional model of reactive micropolar real gas flow
and thermal explosion has a solution locally in time. We first define the notion of a …

In this paper, we establish the existence of global-in-time solutions to the compressible
micropolar fluid for a viscous heat-conducting flow with shear viscosity and general large …

In this work, we analyze a spherically symmetric 3D flow of a micropolar, viscous, polytropic,
and heat-conducting real gas. In particular, we take as a domain the subset of R 3 bounded …

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

Micropolar fluids represent a fluid model that, unlike the classic model, does not only
describe behavior at the macro level but also deals with fluid behavior at the microlevel …

We study the long time behavior of the generalized solution of the flow and thermal
explosion model of the reactive real micropolar gas. The dynamics of the chemical reaction …

In this work we discuss the results on the existence and uniqueness of the generalized
solution of the model of flow and thermal explosion of a real micropolar reactive gas in one …