Correlation of the L-mode density limit with edge collisionality

Fuente: arXiv
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Autori principali: Maris, Andrew, Rea, Cristina, Pau, Alessandro, Hu, Wenhui, Xiao, Bingjia, Granetz, Robert, Marmar, Earl, team, the EUROfusion Tokamak Exploitation, team, the Alcator C-Mod, team, the ASDEX Upgrade, team, the DIII-D, team, the EAST, team, the TCV
Natura: Preprint
Pubblicazione: 2024
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author Maris, Andrew
Rea, Cristina
Pau, Alessandro
Hu, Wenhui
Xiao, Bingjia
Granetz, Robert
Marmar, Earl
team, the EUROfusion Tokamak Exploitation
team, the Alcator C-Mod
team, the ASDEX Upgrade
team, the DIII-D
team, the EAST
team, the TCV
author_facet Maris, Andrew
Rea, Cristina
Pau, Alessandro
Hu, Wenhui
Xiao, Bingjia
Granetz, Robert
Marmar, Earl
team, the EUROfusion Tokamak Exploitation
team, the Alcator C-Mod
team, the ASDEX Upgrade
team, the DIII-D
team, the EAST
team, the TCV
contents The "density limit" is one of the fundamental bounds on tokamak operating space, and is commonly estimated via the empirical Greenwald scaling. This limit has garnered renewed interest in recent years as it has become clear that ITER and many tokamak pilot plant concepts must operate near or above the Greenwald limit to achieve their objectives. Evidence has also grown that the Greenwald scaling - in its remarkable simplicity - may not capture the full complexity of the density limit. In this study, we assemble a multi-machine database to quantify the effectiveness of the Greenwald limit as a predictor of the L-mode density limit and compare it with data-driven approaches. We find that a boundary in the plasma edge involving dimensionless collisionality and pressure, $ν_{*\rm, edge}^{\rm limit} = 3.5 β_{T,{\rm edge}}^{-0.40}$, achieves significantly higher accuracy (false positive rate of 2.3% at a true positive rate of 95%) of predicting density limit disruptions than the Greenwald limit (false positive rate of 13.4% at a true positive rate of 95%) across a multi-machine dataset including metal- and carbon-wall tokamaks (AUG, C-Mod, DIII-D, and TCV). This two-parameter boundary succeeds at predicting L-mode density limits by robustly identifying the radiative state preceding the terminal MHD instability. This boundary can be applied for density limit avoidance in current devices and in ITER, where it can be measured and responded to in real time.
format Preprint
id arxiv_https___arxiv_org_abs_2406_18442
institution arXiv
publishDate 2024
record_format arxiv
spellingShingle Correlation of the L-mode density limit with edge collisionality
Maris, Andrew
Rea, Cristina
Pau, Alessandro
Hu, Wenhui
Xiao, Bingjia
Granetz, Robert
Marmar, Earl
team, the EUROfusion Tokamak Exploitation
team, the Alcator C-Mod
team, the ASDEX Upgrade
team, the DIII-D
team, the EAST
team, the TCV
Plasma Physics
The "density limit" is one of the fundamental bounds on tokamak operating space, and is commonly estimated via the empirical Greenwald scaling. This limit has garnered renewed interest in recent years as it has become clear that ITER and many tokamak pilot plant concepts must operate near or above the Greenwald limit to achieve their objectives. Evidence has also grown that the Greenwald scaling - in its remarkable simplicity - may not capture the full complexity of the density limit. In this study, we assemble a multi-machine database to quantify the effectiveness of the Greenwald limit as a predictor of the L-mode density limit and compare it with data-driven approaches. We find that a boundary in the plasma edge involving dimensionless collisionality and pressure, $ν_{*\rm, edge}^{\rm limit} = 3.5 β_{T,{\rm edge}}^{-0.40}$, achieves significantly higher accuracy (false positive rate of 2.3% at a true positive rate of 95%) of predicting density limit disruptions than the Greenwald limit (false positive rate of 13.4% at a true positive rate of 95%) across a multi-machine dataset including metal- and carbon-wall tokamaks (AUG, C-Mod, DIII-D, and TCV). This two-parameter boundary succeeds at predicting L-mode density limits by robustly identifying the radiative state preceding the terminal MHD instability. This boundary can be applied for density limit avoidance in current devices and in ITER, where it can be measured and responded to in real time.
title Correlation of the L-mode density limit with edge collisionality
topic Plasma Physics
url https://arxiv.org/abs/2406.18442