Abstract
The primitive resistive MHD equations in cylindrical geometry are time-advanced. Fourier analysis in the poloidal and toroidal directions and subsequent linerization are performed, resulting in a 1-D (radial) system for the perturbed quantities. Separate equations for the electron and ion temperature perturbations are solved. Hall terms and the thermal force vector are included in Ohm's law. Anisotropic thermal conductivity and viscosity are included in the model.
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