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Singulonics:narwhal-shaped wavefunctions for sub-diffraction-limited nanophotonics and imaging
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作者 Wen-Zhi Mao Hong-Yi Luan Ren-Min Ma 《eLight》 2025年第1期305-319,共15页
The diffraction limit,rooted in the wave nature of light and formalized by the Heisenberg uncertainty principle,imposes a fundamental constraint on optical resolution and device miniaturization.The recent discovery of... The diffraction limit,rooted in the wave nature of light and formalized by the Heisenberg uncertainty principle,imposes a fundamental constraint on optical resolution and device miniaturization.The recent discovery of the singular dispersion equation in dielectric media provides a rigorous,lossless framework for overcoming this barrier.Here,we demonstrate that achieving such confinement necessarily involves a new class of optical eigenmodes—narwhalshaped wavefunctions—which emerge from the singular dispersion equation and uniquely combine global Gaussian decay with local power-law enhancement.These wavefunctions enable full-space field localization beyond conventional limits.Guided by this principle,we design and experimentally realize a three-dimensional sub-diffraction-limited cavity that supports narwhal-shaped wavefunctions,achieving an ultrasmall mode volume of 5×10^(-7)λ^(3).We term this class of systems singulonic,and define the emerging field of singulonics as a new nanophotonic paradigm—establishing a platform for confining and manipulating light at deep-subwavelength scales without dissipation,enabled by the singular dispersion equation.Building on this extreme confinement,we introduce singular field microscopy:a near-field imaging technique that employs singulonic eigenmodes as intrinsically localized,background-free light sources.This enables optical imaging at a spatial resolution ofλ/1000,making atomic-scale optical microscopy possible.Our findings open new frontiers for unprecedented control over light–matter interactions at the smallest possible scales. 展开更多
关键词 Singular dispersion equation Narwhal shaped wavefunction singulonics Singulonic nanocavity Singularity Singular field microscopy Twisted lattice nanocavity Power law enhancement
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Research highlight:how to cage a unicorn—confining light in a tiny volume
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作者 Jacob B.Khurgin 《eLight》 2025年第1期340-342,共3页
Overcoming the diffraction limit in optics is challenging and demands a profound understanding of light behavior under extreme confinement.The newly developed framework,termed singulonics,demonstrates the formation of... Overcoming the diffraction limit in optics is challenging and demands a profound understanding of light behavior under extreme confinement.The newly developed framework,termed singulonics,demonstrates the formation of sub-diffraction limit narwhal-shaped optical modes under specific conditions.Experimental implementation of this field confinement within a tiny sub-wavelength volume enables the acquisition of near-field super resolution images. 展开更多
关键词 overcoming diffraction limit unicorns singulonics near field super resolution images field confinement optical modes understanding light behavior extreme light confinement
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