Numerical solution of three-dimensional magnetic differential equations
Journal of Computational Physics
Simulated annealing and Boltzmann machines: a stochastic approach to combinatorial optimization and neural computing
Computational study of three-dimensional magnetohydrodynamic equilibria in toroidal helical systems
Journal of Computational Physics
Distributed and asynchronous solver for large CPU intensive problems
Applied Soft Computing
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A set of powerful tools has been developed in the last years for the design of new stellarator devices. These codes, usually working in magnetic co-ordinates, comprise minimization of neoclassical transport, maximizing equilibrium and stability properties, etc. However, for certain conditions the stellarator magnetic field can be originally obtained in the real space coordinates and there is no necessity in its transformation to magnetic coordinates. Here a procedure working in real space co-ordinates is presented for maximizing the plasma energy content, based on reducing the most unfavorable, 1/@n, neoclassical transport. This tool is especially useful for existing stellarator devices which are not fully optimized with respect to neoclassical transport. Preliminary results for the ''heliac-type'' stellarator TJ-II are presented showing a configuration with almost twice the stored energy of the standard TJ-II configuration.