Density Limit Experiments and Core-localized Kinetic MHD Activities in HL-2A Ohmic Heating Plasmas
L. W. Hu, W. Chen, P. W. Shi, T. Long, J. Q. Xu, R. R. Ma, Y. G. Li, L. M. Yu, X. Yu, M. Jiang, T. F. Sun, J. M. Gao, Y. B. Dong, X. L. Zhu, Z. B. Shi
TL;DR
This study investigates the density limit in HL-2A Ohmic plasmas by combining edge fueling to exceed $n_e_G$, core diagnostic observations of core-localized MHD (clMHD) activity, and gyrokinetic simulations. It shows that the Greenwald threshold can be surpassed (up to $n_e/n_e_G\approx1.5$ for about $500$ ms) without immediate radiative collapse, yet core KBM/AITG-like modes emerge and correlate with disruptions. Using the GENE code with experimental profiles, the clMHD activity is identified as KBM/AITG, with frequencies and toroidal mode numbers that evolve with density and broaden radially—enhancing core transport and constraining density. These results offer a coherent mechanism linking core MHD instabilities to the density limit and provide disruption-precursor indicators for high-density operation in tokamaks.
Abstract
The density limit is a mysterious barrier to magnetic confinement nuclear fusion, and is still an unresolved issue. In this paper, we will present the experimental results of the density limit and core-localized kinetic MHD instabilities on HL-2A. Firstly, the high density shots with $ne/ne_G>1$ have been achieved by the conventional gas-puff fuelling method in Ohmic heating plasmas, and the corresponding duration time is close to $t\sim500$ ms ($\sim$ $30τ_E$), where $τ_E$ is the global energy confinement time. Secondly, it is found for the first time that there are kinetic MHD instabilities in the core plasmas while $ne/ne_G\sim1$. The analysis suggests that the core-localized MHD activities belong to Alfv{é}nic ion temperature gradient (AITG) modes or kinetic ballooning modes (KBM), and firstly it is found on experiment that they trigger the minor or major disruption of bulk plasmas while the density profile is peaked. These new findings are of great importance to figure out and understand the origin of the density limit.
