O
Olivier J. F. Martin
Researcher at École Polytechnique Fédérale de Lausanne
Publications - 396
Citations - 18896
Olivier J. F. Martin is an academic researcher from École Polytechnique Fédérale de Lausanne. The author has contributed to research in topics: Plasmon & Nanophotonics. The author has an hindex of 61, co-authored 363 publications receiving 17289 citations. Previous affiliations of Olivier J. F. Martin include École Polytechnique & IBM.
Papers
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Electric and magnetic resonances in arrays of coupled gold nanoparticle in-tandem pairs
TL;DR: The influence of the structural parameters, such as nanoparticle diameter and separation distance, on the hybridized modes is investigated, providing valuable physical insight for the design of novel plasmonic structures and metamaterials.
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Bloch surface waves in ultrathin waveguides: near-field investigation of mode polarization and propagation
Tristan Sfez,Emiliano Descrovi,Libo Yu,Daniele Brunazzo,Marzia Quaglio,Lorenzo Dominici,Wataru Nakagawa,Francesco Michelotti,Fabrizio Giorgis,Olivier J. F. Martin,Hans Peter Herzig +10 more
TL;DR: In this article, a multi-heterodyne scanning near-field optical microscope was used to investigate the polarization and propagation of Bloch surface waves in an ultrathin (∼λ∕10) ridge waveguide.
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Nonlinear Plasmonic Nanorulers
TL;DR: It is shown that 3-dimension plasmonic nanorulers can be implemented with simpler geometries than in the linear regime while providing complete information on the structure conformation, including the top nanobar position and orientation.
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Green's tensor technique for scattering in two-dimensional stratified media.
TL;DR: An accurate and self-consistent technique for computing the electromagnetic field in scattering structures formed by bodies embedded in a stratified background and extending infinitely in one direction (two-dimensional geometry).
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Dielectric versus topographic contrast in near-field microscopy
TL;DR: In this article, the influence of the object index, size, and depth on the near field of a subwavelength object buried in a dielectric surface was investigated using a fully vectorial three-dimensional numerical approach.