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Spheroidal particle plasmons in amplifying media

机译:放大介质中的球形粒子等离子体激元

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The effect of a surrounding gain medium on the localized surface plasmon resonance in spheroidal metal particles is analyzed in the quasi-static limit of the Maxwell equations. It is shown that the gain required to create a singularity in the dynamic polarizability of the particle is significantly lower for non-spherical spheroids than for spheres, and can be as low as several hundred inverse centimeters for noble metals in the near infrared region of the spectrum. Resonant aspect ratios and gain values are calculated as a function of frequency for various metals. The use of non-spherically shaped nano-particles, along with gains achievable in semiconductors and dyes, can result in surface enhanced Raman scattering (SERS) signals which are dramatically enhanced.
机译:在麦克斯韦方程的拟静态极限中分析了周围增益介质对球形金属颗粒中局部表面等离子体激元共振的影响。结果表明,对于非球面球体,在粒子的动态极化率中产生奇异性所需的增益明显低于球体,对于近红外区域中的贵金属,其增益可低至几百厘米。光谱。计算各种金属的共振纵横比和增益值,作为频率的函数。非球形纳米颗粒的使用,以及在半导体和染料中可获得的增益,可导致表面增强的拉曼散射(SERS)信号得到显着增强。

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