Green’s Function for Scalar Wave Propagation Through a Nano-Hole in a Plasmonic Semiconductor Layer

POSTER

Abstract

An integral equation has been established to describe scalar wave propagation through a nano-hole in a plasmonic semiconductor 2D layer in terms of a Helmholtz scalar Green’s function. An exact solution of this integral equation is obtained analytically in closed form for the Green’s function and its associated dispersion relation for this structure.

Presenters

  • Desire Miessein

    • Physics and Engineering Physics, Fordham University

Authors

  • Desire Miessein

    • Physics and Engineering Physics, Fordham University

  • Godfrey Gumbs

    • Physics and Astronomy, Hunter college
    • Hunter college, CUNY
    • Physics and astronomy, Hunter College-City University of New York
    • Physics and Astronomy, Hunter College, CUNY
    • Department of Physics & Astronomy, Hunter College of CUNY
    • Hunter College, CUNY
    • Department of Physics and Astronomy, Hunter College of the City University of New York
    • Department of Physics and Astronomy, Hunter College, City University of New York

  • Harry Lenzing

    • Physics and Engineering Physics, Stevens Institute of Technology