Abstract
A new theory of semiconductor devices, called "semiconductor superjunction (SJ) theory", is presented. To overcome the trade-off relationship between breakdown voltage and on-resistance of conventional semiconductor devices, SJ devices utilize a number of alternately stacked, p- and n-type, heavily doped, thin semiconductor layers. By controlling the degree of doping and the thickness of these layers, according to the SJ theory, this structure operates as a pn junction with low on-resistance and high breakdown voltage. Analytical formulas for the ideal specific on-resistance and the ideal breakdown voltage of SJ devices are theoretically derived. Analysis based on the formulas and device simulations reveals that the on-resistance of SJ devices can be reduced to less than 10-2 that of conventional devices.