In this paper, we study the quenching behavior of semidiscretizations of the heat equation
with nonlinear boundary conditions. We obtain some conditions under which the positive …

We study the existence of weak solutions for a parabolic reaction diffusion model applied in
Quenching endowed with singular production terms by reaction. The singularity is due to a …

In this paper, we study a numerical approximation of the following problem ut= uxx, vt= vxx,
0< x< 1, 0< t< T; ux (0, t)= um (0, t)+ vp (0, t), vx (0, t)= uq (0, t)+ vn (0, t) and ux (1, t)= vx (1 …

In this paper, we study the quenching phenomenon related to the ω-diffusion equation on
graphs with a potential and a singular source u< sub> t(x, t)= Δ< sub> ω u (x, t)+ b (x)(1-u (x …

PERTURBED QUENCHING PHENOMENON FOR A CONFORMABLE FRACTIONAL ORDER
REACTION-DIFFUSION EQUATION Page 1 Universal Journal of Mathematics and …

Quenching characteristics based on the two‐dimensional (2D) nonlinear unsteady
convection‐reaction‐diffusion equation are creatively researched. The study develops a 2D …

This article deals with finite-time quenching for the system of coupled semi-linear heat
equations ut= uxx+ f (v) and vt= vxx+ g (u), for (x, t)∈(0, 1)×(0, T), where f and g are given …

In this paper, we study the quenching behavior of semidiscretizations of the heat equation
with nonlinear boundary conditions. We obtain some conditions under which the positive …