We study the existence and properties of solutions and free boundaries of the one-phase Stefan problem with fractional diffusion posed in N . In terms of the enthalpy h (x , t) , the evolution equation reads t h ( Δ) s Φ (h) = 0 , while the temperature is defined as u : = ...
Aiki, T., Imai, H. (1996). Blow-up points to one phase Stefan problems with Dirichlet boundary conditions. In: Malanowski, K., Nahorski, Z., Peszyńska, M. (eds) Modelling and Optimization of Distributed Parameter Systems Applications to engineering. IFIP — The International Federation fo...
We study the existence and properties of solutions and free boundaries of the one-phase Stefan problem with fractional diffusion posed in N . In terms of the enthalpy h ( x , t ) , the evolution equation reads t h + ( Δ ) s Φ ( h ) = 0 , while the temperature is defined as...
MEYER, G. H.: On a free interface problem for linear ordinary differential equations and the one-phase Stefan problem. Num. Math. 16 (1970), 248–267.G.H. Meyer, On a free interface problem for linear ordinary differential equations and the one phase Stefan problem, Numer. Math. 16, ...
Feedback controllability of the free boundary of the one phase Stefan problem Aniquenessheorem is provenorhe problemfheeconstructionfompactlyupportedomplex valuedunctionromheodulusf itsourierransform inhene-dimensionalase. Viorel,Barbu,Giuseppe,... - 《Differential & Integral Equations》 被引量: 5发...
We extend the meshless method of fundamental solutions proposed in [B.T. Johansson, D. Lesnic, and T. Reeve, A method of fundamental solutions for the one-dimensional inverse Stefan problem, Appl. Math. Model. 35 (2011), pp. 4367-4378] for the one-dimensional one-phase inverse Stefan ...
A one-dimensional Stefan problem involving several phases (solid, liquid, vapor) which can appear and disappear is considered. A numerical method for such problems is described and numerically tested. It is derived from a previous method of the same authors for one-phase problems. It is a ...
One-phase inverse stefan problem solved by adomian decomposition method 2006, Computers and Mathematics with Applications Show abstract Determination of unknown coefficents of a semi-infinite material through a simple mushy zone model for the two-phase Stefan problem 1996, International Journal of Enginee...
But this is not an AspectJ Compiler (AJC) problem. AJC forks Eclipse Java Compiler (ECJ), and if you deactivate AspectJ Maven by<phase>none</phase>and instead remove the same option from Maven Compiler (which I already prepared to use ECJ, as you can see above), the result is: ...
A phase change memory device with a memory element including a basis phase change material, such as a chalcogenide, and one or more additives, where the additive or additives have a