REGULARITY CONDITIONS OF THE FIELD ON A TOROIDAL MAGNETIC SURFACE
It is shown that a field B which is derived from an analytic canonical potential Q = q+xI+yI on an ordinary toroidal surface is regular on this surface when the potential satisfies an elliptic equation (owing to the conservative field) subject to certain conditions of regularity of its coefficients (K > O and (I,I) not equal O).
Bibliographic Reference: WRITE TO CEA MENTIONING REPORT EUR-CEA-FC-1269 FR, 1985
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Record Number: 1989124054600 / Last updated on: 1987-01-01
Available languages: fr