Abstract
An analytical model for the electric field distribution of positively beveled abrupt p-n junctions is presented. Simple expressions for the depletion width at the surface and the maximum field as a function of beveled angle have also been obtained. The analytical results show very good agreement compared with those obtained from numerical simulations. By using the method of superposition of a common-mode abrupt junction and a differential-mode abrupt junction, the model is also valid for the case of a dielectric with large permittivity covering the beveled surface.
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