Quantum-Corrected Plasmonic Field Analysis Using a Time Domain PMCHWT Integral Equation

Abstract

When two structures are within sub-nanometer distance of each other, quantum tunneling, i.e., electrons jumping from one structure to another, becomes relevant. Classical electromagnetic solvers do not directly account for this additional path of current. In this work, an auxiliary tunnel made of Drude material is used to connect the structures as a support for this current path (R. Esteban et al., Nat. Commun., 2012). The plasmonic fields on the resulting connected structure are analyzed using a time domain surface integral equation solver. Time domain samples of the dispersive medium Green function and the dielectric permittivities are computed from the analytical inverse Fourier transform applied to the rational function representation of their frequency domain samples.