Blow-up analysis for a quasilinear parabolic system with multi-coupled nonlinearities
X Song, S Zheng - Journal of mathematical analysis and applications, 2003 - Elsevier
This paper deals with a quasilinear parabolic system coupled via both nonlinear reaction
terms and nonlinear boundary flux. As the results of the interaction among the multi-coupled …
terms and nonlinear boundary flux. As the results of the interaction among the multi-coupled …
Blow-up for a heat equation with convection and boundary flux
We study the evolution of solutions to the initial-boundary-value problem\begin {alignat*}{3}
u_t&=(u^ m) _ {xx}+\lambda (u^ q) _x, &\quad x&> 0, &\quad t&\in (0, T),\\[2pt]-(u^ m) _x (0, t) …
u_t&=(u^ m) _ {xx}+\lambda (u^ q) _x, &\quad x&> 0, &\quad t&\in (0, T),\\[2pt]-(u^ m) _x (0, t) …
[引用][C] Fast-slow diffusion systems with nonlinear boundary conditions
M Wang - Nonlinear analysis, 2001 - infona.pl
Fast-slow diffusion systems with nonlinear boundary conditions × Close The Infona portal
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