Effective method is proposed to construct the flux coordinates for toroidal plasma equilibrium con-figurations. This method is applied to conventional stellarators. Three kinds of flux coordinates are con-sidered: coordinates with a fixed toroidal angle, Hamada and Boozer coordinates. Keywords: plasma equilibrium, flux/magnetic coordinates, conventional stellarator 1. lntroduction Flux (or magnetic) coordinates are defined as cur-vilinear coordinates (a, x2, x3) with a: consl describ-ing toroidal magnetic surfaces, and x2 and x3 as the an-gular coordinates on these surfaces. For general theory see [1,2]. Three special kinds of flux coordinates became se-lected in a practice: coordinates with a fixed toroidal angle [3, 4], Hamada [5] and Boo...
Stellarators are toroidal devices where the required rotational transform of the magnetic field line...
Stellarators are toroidal devices where the required rotational transform of the magnetic field line...
Stellarators are toroidal devices where the required rotational transform of the magnetic field line...
A new algorithm constructing the magnetic flux coordinates is presented. The method is based on the ...
Guiding center equations for particle motion in a general toroidal magnetic equilibrium configuratio...
Several methods are presented for improving upon the traditional analytic “circular” method for cons...
Most toroidal flux coordinate systems tacitly assume a nested flux surface structure. However, in a ...
The theory of ideal MHD-equilibria in three-dimensional geometry is revisited with particular emphas...
The inverse Grad–Shafranov equation for axisymmetric magnetohydrodynamic equilibria is reformulated ...
The inverse Grad–Shafranov equation for axisymmetric magnetohydrodynamic equilibria is reformulated ...
In the paper some properties of plasma equilibrium near the fixed magnetic surface are analyzed. The...
The stellarator configuration can be greatly simplified when toroidal harmonics are introduced. The ...
"The difference delta Phi between toroidal magnetic flux Phi_p through the plasma cross-section and ...
The inverse Grad–Shafranov equation for axisymmetric magnetohydrodynamic equilibria is reformulated ...
Abstract: A system of equations that describe the static equilibrium of plasma in a magnetic field w...
Stellarators are toroidal devices where the required rotational transform of the magnetic field line...
Stellarators are toroidal devices where the required rotational transform of the magnetic field line...
Stellarators are toroidal devices where the required rotational transform of the magnetic field line...
A new algorithm constructing the magnetic flux coordinates is presented. The method is based on the ...
Guiding center equations for particle motion in a general toroidal magnetic equilibrium configuratio...
Several methods are presented for improving upon the traditional analytic “circular” method for cons...
Most toroidal flux coordinate systems tacitly assume a nested flux surface structure. However, in a ...
The theory of ideal MHD-equilibria in three-dimensional geometry is revisited with particular emphas...
The inverse Grad–Shafranov equation for axisymmetric magnetohydrodynamic equilibria is reformulated ...
The inverse Grad–Shafranov equation for axisymmetric magnetohydrodynamic equilibria is reformulated ...
In the paper some properties of plasma equilibrium near the fixed magnetic surface are analyzed. The...
The stellarator configuration can be greatly simplified when toroidal harmonics are introduced. The ...
"The difference delta Phi between toroidal magnetic flux Phi_p through the plasma cross-section and ...
The inverse Grad–Shafranov equation for axisymmetric magnetohydrodynamic equilibria is reformulated ...
Abstract: A system of equations that describe the static equilibrium of plasma in a magnetic field w...
Stellarators are toroidal devices where the required rotational transform of the magnetic field line...
Stellarators are toroidal devices where the required rotational transform of the magnetic field line...
Stellarators are toroidal devices where the required rotational transform of the magnetic field line...