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Verification methodology for plasma simulations and application to a scrape-off layer turbulence code
Author(s) -
Fabio Riva,
Paolo Ricci,
Federico David Halpern,
S. Jolliet,
J. Loizu,
Annamaria Mosetto
Publication year - 2014
Publication title -
physics of plasmas
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.75
H-Index - 160
eISSN - 1089-7674
pISSN - 1070-664X
DOI - 10.1063/1.4879778
Subject(s) - richardson extrapolation , extrapolation , convergence (economics) , physics , code (set theory) , mathematics , order of accuracy , computer simulation , algorithm , computational fluid dynamics , turbulence , numerical analysis , computational science , computer science , numerical stability , mechanics , mathematical analysis , set (abstract data type) , economics , programming language , economic growth
Bridging the gap between plasma physics and other scientific domains, in particular, the computational fluid dynamics community, a general, rigorous, and simple-to-apply methodology is presented for both the verification of the correct implementation of the model equations (code verification) and numerical error quantification (solution verification). The proposed code verification procedure consists in using the method of manufactured solutions and executing an order-of-accuracy test, assessing the rate of convergence of the numerical solution to the manufactured one. For the solution verification, the numerical error is quantified by applying the Richardson extrapolation, which provides an approximation of the analytical solution, and by using the grid convergence index to estimate the numerical uncertainty affecting the simulation results. The methodology is applied to verify the correct implementation of the drift-reduced Braginskii equations into the GBS code, and to estimate the numerical error affecting the GBS solutions. The GBS code is successfully verified, and an estimate of the numerical error affecting the simulation results is provided.

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