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Computational and experimental determination of electrochemical standard rate constant from cyclic voltammetry: insights into <i>α</i> + <i>β</i> ≠ 1 systems. [PDF]
RSC AdvSaad Guermeche R +9 more
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Tailoring carbon shell thickness in graphene-Li<sub>2</sub>S-carbon nanocomposite cathodes for enhanced polysulfide control and electrochemical stability. [PDF]
RSC AdvAltalbawy FMA +9 more
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Reaction-diffusion equations in immunology
Журнал вычислительной математики и математической физики, 2018zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Bocharov G.A. +2 more
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Topological techniques in reaction-diffusion equations
Advances in Applied Probability, 1980In this note, we shall illustrate how some topological ideas can be used to obtain rather precise information about solutions of reaction-diffusion equations. The equations are of the form $$ {{\text{u}}_t} = {u_{{xx}}} + {\text{f}}(u), - {\text{L}} < x < {\text{L}} $$ (1) in a single space variable, with either homogeneous Dirichlet or ...
Charles Conley, Joel Smoller
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SPIRALS IN SCALAR REACTION–DIFFUSION EQUATIONS
International Journal of Bifurcation and Chaos, 1995Spiral patterns have been observed experimentally, numerically, and theoretically in a variety of systems. It is often believed that these spiral wave patterns can occur only in systems of reaction–diffusion equations. We show, both theoretically (using Hopf bifurcation techniques) and numerically (using both direct simulation and continuation of ...
Dellnitz, Michael +3 more
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Reaction–diffusion equation based image restoration
Applied Mathematics and Computation, 2018zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Zhao, Xueqing +6 more
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ON REACTION-DIFFUSION EQUATION WITH ABSORPTION
Acta Mathematica Scientia, 1993Summary: We consider the dead core and some asymptotic behaviors of solutions to the initial boundary value problems of the equation \(u_ t= \Delta u- \lambda u^ p e^ u\), where \(\lambda>0 ...
Wang, Liwen, Chen, Qingyi
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1990
Abstract Reaction-diffusion equations form a class of differential equations which in recent years have seen great steps forward both in the understanding of their analytical structure and in their application to a wide variety of scientific phenomena.
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Abstract Reaction-diffusion equations form a class of differential equations which in recent years have seen great steps forward both in the understanding of their analytical structure and in their application to a wide variety of scientific phenomena.
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Stationary solutions of reaction‐diffusion equations
Mathematical Methods in the Applied Sciences, 1979AbstractGiven a semilinear reaction‐diffusion equation. If the corresponding ordinary differential equation admits a convex compact positively invariant set and the boundary data assume their values in this set then the first and third boundary value problem have stationary solutions.
Hadeler, K. P., Rothe, F., Vogt, H.
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