Publications associées à Approximate analytical solution of the nonlinear diffusion equation for arbitrary boundary conditions

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Global Solutions to a Non-Local Diffusion Equation with Quadratic Non-Linearity

Joachim Krieger

In this paper we prove the global in time well-posedness of the following non-local diffusion equation with

\alpha\, \varepsilon [0, 2/3)

\partial_tu=\{(-\Delta)^{-1}u\}\Delta u+\alpha u^2, \,\, u(t=0)=u_0

. The initial condition

u_0

is positive, rad ...

2012

Approximate analytical solution of the nonlinear diffusion equation for arbitrary boundary conditions

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Global Solutions to a Non-Local Diffusion Equation with Quadratic Non-Linearity

Observations on out-of-plane behaviour of URM walls in buildings with RC slabs

Incremental Model Identification of Fluid-Fluid Reaction Systems – Dynamic Accumulation and Reactions in the Diffusion Layer

Conservation Schemes For Convection-Diffusion Equations With Robin Boundary Conditions

Flow and Temperature Dynamics in the Hydrologic Response of Alpine Catchments: Travel Time Formulation and Geomorphologic Signatures

Generalized Flows Satisfying Spatial Boundary Conditions

Incremental Model Identification of Gas-Liquid Reaction Systems with Unsteady-State Diffusion

Incremental Model Identification of Gas-Liquid Reaction Systems with Unsteady-State Diffusion

Experimental realization and characterization of unstretched planar one-dimensional diffusion flames

Global Solutions to a Non-Local Diffusion Equation with Quadratic Non-Linearity

Thermal diffusivity of seasonal snow determined from temperature profiles