Effects of the stochasticity of magnetic field lines on transport properties are investigated. In a high-β LHD plasma, the structure of field lines in the peripheral region becomes stochastic by finite-β effects but the finite pressure gradient exists in that region. The radial diffusion coefficient and the Kolmogorov length of stochastic field lines are estimated. In the stochastic region, the radial diffusion of stochastic field lines becomes large and the Kolmogorov length becomes short due to increasing β. In that region, the radial heat transport becomes large due to the stochasticity of field lines
Transport in a toroidal system with broken flux surfaces is considered. Flux surfaces with rational ...
A discussion is given of test particle transport in the presence of specified stochastic magnetic fi...
"Statistical properties of the particle radial diffusion are clarified in the various types of the r...
The stochastic magnetic field lines behavior has been studied. We have developed a numerical techniq...
The basic concepts related to the phenomenon of field line stochastization through external magnetic...
The evolution of stochastic magnetic field lines has been studied numerically. We have developed a n...
In this paper, the stochastic magnetic field lines diffusion is studied. The stochastic behavior of ...
Analysis of the magnetic field structure from electromagnetic simulations of tokamak ion temperature...
The stochastic scrape-off layer (SOL) of the helical divertor configuration in LHD exhibits a rather...
A deliberate stochastization of the magnetic field in tokamaks with Ergodic Divertors (ED) modifies ...
Electron heat transport across stochastic magnetic fields is studied numerically in order ...
Abstract The mean E ...
Radial transport in the tokamap, which has been proposed as a simple model for the motion in a stoch...
Transport in a toroidal system with broken flux surfaces is considered. Flux surfaces with rational ...
A general theory of stochastic differential equations is developed based on the method of Stratonovi...
Transport in a toroidal system with broken flux surfaces is considered. Flux surfaces with rational ...
A discussion is given of test particle transport in the presence of specified stochastic magnetic fi...
"Statistical properties of the particle radial diffusion are clarified in the various types of the r...
The stochastic magnetic field lines behavior has been studied. We have developed a numerical techniq...
The basic concepts related to the phenomenon of field line stochastization through external magnetic...
The evolution of stochastic magnetic field lines has been studied numerically. We have developed a n...
In this paper, the stochastic magnetic field lines diffusion is studied. The stochastic behavior of ...
Analysis of the magnetic field structure from electromagnetic simulations of tokamak ion temperature...
The stochastic scrape-off layer (SOL) of the helical divertor configuration in LHD exhibits a rather...
A deliberate stochastization of the magnetic field in tokamaks with Ergodic Divertors (ED) modifies ...
Electron heat transport across stochastic magnetic fields is studied numerically in order ...
Abstract The mean E ...
Radial transport in the tokamap, which has been proposed as a simple model for the motion in a stoch...
Transport in a toroidal system with broken flux surfaces is considered. Flux surfaces with rational ...
A general theory of stochastic differential equations is developed based on the method of Stratonovi...
Transport in a toroidal system with broken flux surfaces is considered. Flux surfaces with rational ...
A discussion is given of test particle transport in the presence of specified stochastic magnetic fi...
"Statistical properties of the particle radial diffusion are clarified in the various types of the r...