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7–10 Nov 2022
IAEA Headquarters
Europe/Vienna timezone
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Implementations of parallel ion viscosity in SOLEDGE3X and their impact on edge plasma turbulence

7 Nov 2022, 14:10
2h 20m
Board Room A (IAEA Headquarters)

Board Room A

IAEA Headquarters

Poster Divertors for DEMO and Next-Step Facilities Poster Session I (DEMOs & Next Step Facilities)

Speaker

Hugo Bufferand (CEA)

Description

Despite several theoretical approaches and few pioneering modelling results [1], the onset of the H-mode transport barrier around the separatrix remains a rather open issue. Understanding precisely the physics behind this enhancement on the confinement and being able to reproduce it in numerical simulations is still a major objective to analyse the performances of nowadays tokamaks and prepare the operation of future devices such as ITER. In that perspective, a dedicative effort has been made over the last decade to develop the 3D turbulent code SOLEDGE3X-EIRENE to tackle the challenge of L-H transition modelling.
Plasma rotation and poloidal velocity shear is a potential player in turbulence reduction implied in L-H transition. Hence, a special care must be taken to investigate the various mechanisms controlling plasma rotation. In this contribution, we will discuss the impact of parallel ion viscosity through its impact on momentum balance. In the fluid description, the parallel ion viscosity terms are the ones that drive the rotation towards the neo-classical value. The reference Braginskii formula is known to lack features to reproduce properly the neo-classical regime even in the high collisional Pfirsch-Schlüter regime [2]. Therefore, several corrections have been proposed in the literature to improve it in order to recover first the Pfirsch-Schluter limit [3] and sometimes even lower collisionality regimes [4]. SOLEDGE3X implements several of these expressions to test their ability to recover numerically neo-classical rotation. We report on their numerical implementation and stability. The effect of the rotation on turbulence in the simulations is also discussed.

[1] S. Ku et al., Phys. Plasmas 25, 056107 (2018)
[2] P. Helander & D. Sigmar, Collisional Transport in Magnetized Plasmas, Cambridge University Press (2005)
[3] A. Mikhailovskii, V. Tsypin, Beitr. Plasmaphys. 24, 335-354 (1984)
[4] T. Gianakon, S. Kruger, C. Hegna, Phys. Plasmas 9, 536 (2002)

Speaker's Affiliation CEA, Saint-Paul-Lez-Durance
Member State or IGO France

Primary authors

Eric SERRE (CNRS) Hugo Bufferand (CEA) GUIDO CIRAOLO (CEA, IRFM) Gloria Falchetto (CEA) Nicolas Fedorczak (IRFM/CEA) Patrick Tamain (CEA Cadarache) Philippe Ghendrih (CEA-IRFM) Xavier Garbet (CEA) Yannick Marandet (PIIM, CNRS/Aix-Marseille Univ., Marseille, France, EU)

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