首页> 外文期刊>Journal of the Optical Society of America, B. Optical Physics >Near-field optical resonance and enhancement of a plasmonic nanocrescent cylinder tuned by a proximal plasmonic nanostructure
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Near-field optical resonance and enhancement of a plasmonic nanocrescent cylinder tuned by a proximal plasmonic nanostructure

机译:近场光学共振和通过近端等离子体纳米结构调谐的等离子体纳米月牙圆柱体的增强

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摘要

Sharp geometrical features in crescent-shaped plasmonic nanostructures facilitate electromagnetic hot spots that can be harnessed for sensitive detection of molecules and nanomaterials. For a given geometry of nanocrescent cylinder, the near-field optical resonance and enhancement are constants. It is desirable to tune this resonance and enhancement without altering the geometry of the nanocrescent cylinder. Herein, we numerically show how the near-field resonance and enhancement at the tip of a nanocrescent cylinder can be proximally tuned by incorporating a plasmonic nanostrip in the vicinity. Geometrical parameters, such as the nanocrescent cylinder-nanostrip distance (g) and length (l) of the nanostrip, were varied to tune the near-field optical properties. Our analysis revealed (i) an increment in near-field enhancement at the tip of the nanocrescent cylinder in the presence of a plasmonic nanostrip; (ii) a redshift in the dipolar plasmon mode accompanied by an increase in the nearfield enhancement by decreasing g and increasing l, independently; and (iii) variation in the near-field enhancement of plasmonic modes as a function of the excitation angle. Such tunable plasmonic configurations offer capabilities to design wavelength-tuned optical devices without altering the base geometry.
机译:新月形等离子体纳米结构中的尖锐几何特征有利于电磁热点,可利用该电磁热点对分子和纳米材料进行灵敏检测。对于给定的纳米新月形圆柱体的几何形状,近场光学共振和增强是常数。期望在不改变纳米新月圆柱体的几何形状的情况下调谐该共振和增强。在本文中,我们通过数值显示了如何通过在附近加入等离激元纳米带来近端调整纳米新月形圆柱体尖端的近场共振和增强。改变几何参数,例如纳米新月形圆柱体-纳米带的距离(g)和纳米带的长度(l),以调节近场光学特性。我们的分析表明:(i)在存在等离子体纳米带的情况下,纳米新月形圆柱体尖端的近场增强有所增加; (ii)在偶极等离子体激元模式下发生红移,同时通过减小g和增大l来增加近场增强; (iii)等离子激元模的近场增强随激发角的变化。这种可调谐的等离激元配置可提供设计波长调谐的光学设备的功能,而无需更改基本几何形状。

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