Three-dimensional stellarator equilibrium as an Ohmic steady state

A stable three-dimensional stellarator equilibrium can be obtained numerically by a time-dependent relaxation method using small values of dissipation. The final state is an Ohmic steady state which approaches an Ohmic equilibrium in the limit of small dissipation coefficients. A method to speed up the relaxation process and a method to implement the Bxdelp = 0 condition are described. These methods are applied to obtain three-dimensional heliac equilibria using the reduced heliac equations