2013
DOI: 10.1063/1.4802910
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Plasmonic black metals in resonant nanocavities

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Cited by 31 publications
(17 citation statements)
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“…We demonstrate printing of arrays of composite nanopillars with height, diameter and spacing specificity, which complements earlier works on pillar arrays based on silicon substrates where the pillar height is constant over the area of one sample. [14][15] We show in parallel that the material composition and nanofabrication precision of the printed out-ofplane nanopillar patterns enable the tuning of their overall absorption, a necessary requirement to achieve true submicron gray-scale resolution. Finally, we demonstrate how with this technique gray scale images at resolutions close to the diffraction limit can be readily fabricated in an open atmosphere.…”
Section: Introductionmentioning
confidence: 89%
“…We demonstrate printing of arrays of composite nanopillars with height, diameter and spacing specificity, which complements earlier works on pillar arrays based on silicon substrates where the pillar height is constant over the area of one sample. [14][15] We show in parallel that the material composition and nanofabrication precision of the printed out-ofplane nanopillar patterns enable the tuning of their overall absorption, a necessary requirement to achieve true submicron gray-scale resolution. Finally, we demonstrate how with this technique gray scale images at resolutions close to the diffraction limit can be readily fabricated in an open atmosphere.…”
Section: Introductionmentioning
confidence: 89%
“…Thus, the absorber needs to withstand high temperatures to transfer a large amount of heat energy to the emitter. The low‐loss noble metals are successfully used in unitary absorbers so far, particularly Au and Ag . However, noble metals are not compatible with high‐temperature photovoltaic applications and standard silicon manufacturing processes (complementary metal oxide semiconductor, CMOS, technology), owing to low melting point and diffusion of noble metals into silicon.…”
mentioning
confidence: 99%
“…Accordingly, we can make some mathematical descriptions of designed multilayer gratings with symmetric MIM waveguide and F–P cavity theories. First of all, we can obtain the complex propagation constant β of SPPs and the resonance order m in the cavity through the following resonance condition and dispersion equations2Wβ+φnormalr=2mπεnormaldknormalm+ εnormalmknormaldtanhkdhnormal/2=0β2 εnormaldk02=knormald2β2 εnormalmk02=knormalm2where ϕ r is the phase shift of reflection, and W is the width of grating stripe, which represents the length of F–P cavity. ε m and ε d are dielectric constants of Al and Si, and h is the thickness of insulator layers (60 nm).…”
Section: Resultsmentioning
confidence: 99%