Qualitative properties of a nonlinear system for laminar flames without ignition temperature
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Publication:3793880
DOI10.1016/0362-546X(85)90035-5zbMath0648.76051MaRDI QIDQ3793880
Publication date: 1985
Published in: Nonlinear Analysis: Theory, Methods & Applications (Search for Journal in Brave)
Related Items (22)
Traveling front solutions for a diffusive epidemic model with external sources ⋮ On the stability of multiple steady planar flames when the Lewis number is less than 1 ⋮ Behaviour at ±∞ for a model of laminar flames with applications to questions of flame propagation versus extinction ⋮ Mathematical and numerical aspects of one-dimensional laminar flame simulation ⋮ On the existence of premixed laminar flames ⋮ Temperature growth and temperature bounds in special cases of combustion models ⋮ Boundedness and decay estimates for a class of reaction-diffusion systems on n ⋮ Uniqueness of traveling fronts in premixed flames with stepwise ignition-temperature kinetics and fractional reaction order ⋮ Traveling Waves for a Bistable Reaction-Diffusion Equation with Delay ⋮ Non-uniqueness for flame propagation when the Lewis number is less than 1 ⋮ On the existence of high Lewis number combustion fronts ⋮ Steady fronts solutions of semilinear elliptic equations in exterior domains arising in flame propagation ⋮ Existence of traveling waves in a simple isothermal chemical system with the same order for autocatalysis and decay ⋮ The effect of a radical scavenger on the propagation of flames in an exothermic-endothermic system ⋮ Existence of two travelling wave solutions for a combustion model with heat losses ⋮ Traveling fronts for the thermo-diffusive system with arbitrary Lewis numbers ⋮ Two-dimensional travelling wave solutions of a system modelling near equidiffusional flames ⋮ Traveling wave solutions to a reaction-diffusion system arising in epidemiology ⋮ Transversal instability for the thermodiffusive reaction-diffusion system ⋮ Mathematical analysis of a condensed phase combustion model without ignition temperature ⋮ Bifurcations of travelling waves in the thermo-diffusive model for flame propagation ⋮ STRUCTURAL STABILITY OF COMBUSTION MODELS WITH COMPLEX CHEMISTRY
Cites Work
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- The behavior of solutions of some non-linear diffusion equations for large time
- On a first-order boundary value problem form laminar flame theory
- Étude mathématique d'un modèle de flamme laminaire sans température d'ignition : I - cas scalaire
- Traveling Wave Solutions to Combustion Models and Their Singular Limits
- Theory of Laminar Flames
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