201. ASCOT: Solving the kinetic equation of minority particle species in tokamak plasmas
- Author
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Otto Asunta, J. Miettunen, Tuomas Koskela, Taina Kurki-Suonio, Antti Snicker, Seppo Sipilä, Simppa Äkäslompolo, and Eero Hirvijoki
- Subjects
Tokamak ,Guiding center ,Monte Carlo method ,ta221 ,General Physics and Astronomy ,FOS: Physical sciences ,Mathematical Sciences ,law.invention ,orbit-following impurity tracing Monte Carlo ,Stochastic differential equation ,symbols.namesake ,law ,Physics::Plasma Physics ,physics.plasm-ph ,Information and Computing Sciences ,Orbit-following ,Statistical physics ,fast ions ,Monte Carlo ,ta218 ,Physics ,ta214 ,Impurity tracing ,ta114 ,Fast ions ,Nuclear & Particles Physics ,Physics - Plasma Physics ,Computational physics ,Plasma Physics (physics.plasm-ph) ,Hardware and Architecture ,Phase space ,Physical Sciences ,Dynamic Monte Carlo method ,symbols ,Test particle ,Hamiltonian (quantum mechanics) - Abstract
A comprehensive description of methods, suitable for solving the kinetic equation for fast ions and impurity species in tokamak plasmas using Monte Carlo approach, is presented. The described methods include Hamiltonian orbit-following in particle and guiding center phase space, test particle or guiding center solution of the kinetic equation applying stochastic differential equations in the presence of Coulomb collisions, neoclassical tearing modes and Alfv\'en eigenmodes as electromagnetic perturbations relevant to fast ions, together with plasma flow and atomic reactions relevant to impurity studies. Applying the methods, a complete reimplementation of the well-established minority species code ASCOT is carried out as a response both to the increase in computing power during the last twenty years and to the weakly structured growth of the code, which has made implementation of additional models impractical. Also, a benchmark between the previous code and the reimplementation is accomplished, showing good agreement between the codes., Comment: 13 pages, 9 figures, submitted to Computer Physics Communications
- Published
- 2014
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