Ideal RESURF Geometries

A. Ferrara, B.K. Boksteen, Raymond Josephus Engelbart Hueting, Anco Heringa, Jurriaan Schmitz, Peter G. Steeneken

    Research output: Contribution to journalArticleAcademicpeer-review

    7 Citations (Scopus)

    Abstract

    In order to maximize the OFF-state breakdown voltage (BV) of semiconductor devices, the slope of the electric field in the drift extension along the current flow direction ( $ E_{x}$ field) should be zero. This is achieved using the reduced surface field (RESURF) effect. This paper demonstrates a method to construct devices that obey Poisson’s equation and satisfy the ideal RESURF condition giving zero slope in $ E_{x}$ throughout the 2-D device region. The designs are obtained by shaping the device geometry and the boundaries and by applying the proper potentials at the boundaries. Using this method, ideal designs of the drift extension have been derived for devices based on graded doping, graded thickness, and graded field-plate potential. In addition, 2-D solutions have been derived for periodic superjunction device geometries. A solution for devices that combine several types of field shaping is demonstrated. Finally, the effect of nonideal geometries on the BV in more realistic geometries is discussed.
    Original languageUndefined
    Pages (from-to)3341-3347
    Number of pages7
    JournalIEEE transactions on electron devices
    Volume62
    Issue number10
    DOIs
    Publication statusPublished - 1 Oct 2015

    Keywords

    • reduced surface field (RESURF)
    • EWI-26286
    • High-voltage
    • Silicon on Insulator
    • electric field
    • Charge balance
    • Power MOSFET
    • superjunction
    • METIS-312714
    • IR-97799
    • field plate

    Cite this

    Ferrara, A., Boksteen, B. K., Hueting, R. J. E., Heringa, A., Schmitz, J., & Steeneken, P. G. (2015). Ideal RESURF Geometries. IEEE transactions on electron devices, 62(10), 3341-3347. https://doi.org/10.1109/TED.2015.2460112