Some of the essential features of plasma transport in the tokamak edge with realistic divertor geometry are simulated using adaptive finite elements to solve a time-dependent scalar anisotropic conduction-convection-radiation problem. Solutions are compared with those obtained on fixed finite element mesh and typically show comparable accuracy at a much lower cost or much better accuracy at comparable cost.
Numerical solution of a 2-D conduction-convection-radiation model problem in divertor geometry using adaptive finite elements / Zanino, Roberto; G., Belgiorno; Subba, Fabio. - In: CZECHOSLOVAK JOURNAL OF PHYSICS. - ISSN 0011-4626. - 48:2S(1998), pp. 351-356. [10.1007/s10582-998-0068-y]
Numerical solution of a 2-D conduction-convection-radiation model problem in divertor geometry using adaptive finite elements
ZANINO, Roberto;SUBBA, Fabio
1998
Abstract
Some of the essential features of plasma transport in the tokamak edge with realistic divertor geometry are simulated using adaptive finite elements to solve a time-dependent scalar anisotropic conduction-convection-radiation problem. Solutions are compared with those obtained on fixed finite element mesh and typically show comparable accuracy at a much lower cost or much better accuracy at comparable cost.Pubblicazioni consigliate
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https://hdl.handle.net/11583/1661456
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