A Unified theory of transport barriers (TBs) in magnetically confined systems
Swadesh M. Mahajan, David R. Hatch, Zensho Yoshida, Mike Kotschenreuther

TL;DR
This paper presents a thermodynamic model explaining transport barriers in magnetically confined plasmas, highlighting conditions for high-gradient states and their relation to heat flux and temperature thresholds.
Contribution
It introduces a unified thermodynamic framework for understanding transport barriers, including bifurcation behavior and optimal conditions for confinement peaks.
Findings
High gradient state occurs when heat flux exceeds a critical value.
Transition depends on edge temperature exceeding a critical threshold.
Confinement peaks at an optimal temperature related to critical temperature.
Abstract
A thermodynamic model of a plasma boundary layer, characterized by enhanced temperature contrasts is proposed. The theory is constructed to determine the inner boundary temperature for a specified outer (colder) boundary temperature , the heat flux entering the inner boundary, and the parameters defining the layer. The system shows bifurcation and switches to a stable high gradient state if the heat flux entering through the inner boundary exceeds a critical value . However there is an additional stringent condition for the transition to occur; the edge temperature must exceed a critical value - no transition is possible if even for arbitrary large . Equally important is the finding that is not a monotonic function of but has a minimum at (= )in the model calculation. The confinement peaks at .…
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