The Nonlinear Limit of Babinet's Principle

The well–known Babinet principle states that the diffraction pattern of an opaque body is identical to that of a complementary hole in an opaque screen. It is strictly valid for idealized media and is applicable to plasmonic nanostructures. A conceptual sketch is shown in Figure 1a comparing a gold nanorod with a nanoslit in a gold plane on their simulated far-field image. The principle is thus a powerful tool for predicting the scattering behavior of structures where the solution for the complementary structure is already known. This makes it very useful for the design of aperture antennas or metamaterials.

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Published
2025-06-23
DOI
https://doi.org/10.1109/cleo/europe-eqec65582.2025.11109564
Primary Topic
Complex Systems and Time Series Analysis
Type
article
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article

The Nonlinear Limit of Babinet's Principle

Markus Lippitz, Valentin Dichtl, Thorsten Schuhmacher
Complex Systems and Time Series Analysis
article

The Nonlinear Limit of Babinet's Principle

Markus Lippitz, Valentin Dichtl, Thorsten Schuhmacher
article en

Abstract

The well–known Babinet principle states that the diffraction pattern of an opaque body is identical to that of a complementary hole in an opaque screen. It is strictly valid for idealized media and is applicable to plasmonic nanostructures. A conceptual sketch is shown in Figure 1a comparing a gold nanorod with a nanoslit in a gold plane on their simulated far-field image. The principle is thus a powerful tool for predicting the scattering behavior of structures where the solution for the complementary structure is already known. This makes it very useful for the design of aperture antennas or metamaterials.

University of Bayreuth (DE)
Openalex Percentile: Top 70%
Complex Systems and Time Series Analysis
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