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Recently, some extensions of this method for parabolic problems have been proposed.
This paper describes a transient infrared thermography heat loss measurement method for parabolic trough receiversand its development under laboratory conditions.
Our design is based on the backstepping method for parabolic systems and needs actuation of velocity and the electric potential at only one of the walls.
In this paper, we present a general multiscale finite-volume method for parabolic problems arising, for example, from compressible multiphase flow in porous media.
Finally, to improve the quality of the results and also to extend the scheme for highly anisotropic heterogeneous problems, it is combined with the iterative MSFV (i-MSFV) method for parabolic problems.
With the development of large-scale scientific and engineering computations, the parallel difference method for parabolic equations has been studied rapidly.
Similar(54)
Efficient higher order multistep methods for nonlinear parabolic equations, J. H. B. and Peter H. Sammon; Efficient higher order single step methods for parabolic problems: part II, J. H. B. and P. H. S. Preconditioning for mixed methods, talk at Babuska conf.
The numerical procedure is based on a change of variables that puts the convection diffusion equation into a form so that finite difference methods for parabolic type partial differential equations can be applied.
Error estimation methods for parabolic and hyperbolic problems can differ greatly.
We present a novel adaptive-resolution particle method for continuous parabolic problems.
The oil reservoir permeability is determined by the identification method for a parabolic problem.
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