Under the cap-cyclide coordinate system, the marginal stability of a sharp boundary toroidal plasma whose cross section is D shaped is examined using the energy principle. The analytical results are valid for arbitrary β, arbitrary aspect ratio, and arbitrary elongation of the plasma. There exists a maximum elongation for a given aspect ratio. The critical beta βc is computed for several aspect ratios and elongations. For given aspect ratio, βc increases as long as the elongation increases.
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Masafumi Kito (1981) studied this question.
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