AbstractIn this paper, we investigate the asymptotic behavior of the generalized solution to the compressible Navier–Stokes equations which describes a thermal explosion in a viscous reactive perfect gas confined between two infinite parallel plates in combustion theory
Building on Evans-function techniques developed to study the stability of viscous shocks, we examine...
This paper investigates effects of buoyancy-driven motion on the ‘‘slowly reacting” mode of combusti...
AbstractThe global existence of entropy solutions is established for the compressible Euler equation...
summary:In this paper, we prove the existence of a global solution to an initial-boundary value prob...
We analyze mathematical models governing planar flow of chemical reaction from unburnt gases to burn...
summary:We study the one-dimensional motion of the viscous gas represented by the system $v_t-u_x = ...
AbstractA mathematical model for viscous, real, compressible, reactive fluid flows is considered. Th...
In this paper, we study the uniqueness of the steady 1-D shock solutions for the inviscid compressib...
AbstractThe existence of global classical solutions to initial boundary value problems in the dynami...
In this paper we revisit Frank-Kamenetskii’s analysis of thermal explosions, using also a single-re...
We consider a two-step Sal’nikov reaction scheme occurring within a compressible viscous gas. The ...
Experimental observations of ignition in premixed gaseous reactants indicate that perfectly homogene...
This thesis analyses a combustion reaction modelled by Sal'nikov's scheme in three geometries and co...
This paper investigates effects of buoyancy-driven motion on the "slowly reacting" mode of combustio...
In the classical theory of thermal explosions, the condition for explosion to occur is that a partic...
Building on Evans-function techniques developed to study the stability of viscous shocks, we examine...
This paper investigates effects of buoyancy-driven motion on the ‘‘slowly reacting” mode of combusti...
AbstractThe global existence of entropy solutions is established for the compressible Euler equation...
summary:In this paper, we prove the existence of a global solution to an initial-boundary value prob...
We analyze mathematical models governing planar flow of chemical reaction from unburnt gases to burn...
summary:We study the one-dimensional motion of the viscous gas represented by the system $v_t-u_x = ...
AbstractA mathematical model for viscous, real, compressible, reactive fluid flows is considered. Th...
In this paper, we study the uniqueness of the steady 1-D shock solutions for the inviscid compressib...
AbstractThe existence of global classical solutions to initial boundary value problems in the dynami...
In this paper we revisit Frank-Kamenetskii’s analysis of thermal explosions, using also a single-re...
We consider a two-step Sal’nikov reaction scheme occurring within a compressible viscous gas. The ...
Experimental observations of ignition in premixed gaseous reactants indicate that perfectly homogene...
This thesis analyses a combustion reaction modelled by Sal'nikov's scheme in three geometries and co...
This paper investigates effects of buoyancy-driven motion on the "slowly reacting" mode of combustio...
In the classical theory of thermal explosions, the condition for explosion to occur is that a partic...
Building on Evans-function techniques developed to study the stability of viscous shocks, we examine...
This paper investigates effects of buoyancy-driven motion on the ‘‘slowly reacting” mode of combusti...
AbstractThe global existence of entropy solutions is established for the compressible Euler equation...
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