论文标题

介电微粒的非谐波次波长成像

Non-resonant subwavelength imaging by dielectric microparticles

论文作者

Heydarian, R., Simovski, C.

论文摘要

最近,提出了一种假设,解释了介电微球授予的亚波长度成像的非共振机制。根据假设,通过近场的近距离偶联的亚波长散射器的远场图像由与球体表面垂直的散射器极化提供。紧密定位的偶极子的辐射由微球形成,因此传输波束实际上具有平坦的相位。然后,该梁原来是成像 - 保留有关偶极子位置的亚波长度信息。但是,这种亚波长度成像的机制仅在我们以前的论文中被假设。在本文中,我们提出了一项理论研究,该研究证实了这一假设并更好地解释了潜在的物理学。在几种情况下,成像光束进化的空心波梁的平坦或略有不同的相位由微球形成,可以使两个偶极源的深层次波长($0.1-0.2λ$)分辨率。我们在数值上模拟了这些方案之一 - 聚焦镜头比雷利衍射长度更靠近射线形成微球并代表微球本身。在我们的模拟中,我们将3D微球替换为2D“球”(微烯键),以便将可用的电磁求解器用于非常大的光学尺寸的介电微粒。成像的物理机制不会遭受此替代的影响。

Recently a hypothesis explaining the non-resonant mechanism of subwavelength imaging granted by a dielectric microsphere has been suggested. In accordance to the hypothesis, the far-field image of a subwavelength scatterer strongly coupled to a microsphere by near fields is offered by the scatterer polarization normal to the sphere surface. The radiation of a closely located normally oriented dipole is shaped by the microsphere so that the transmitted wave beam has a practically flat phase front. Then this beam turns out to be imaging -- keeping the subwavelength information about the dipole location. However, this mechanism of subwavelength imaging was only supposed in our previous paper. In this paper, we present a theoretical study which confirms this hypothesis and better explains the underlying physics. In several scenarios of the imaging beam evolution either a flat or a slightly diverging phase front of the hollow wave beam formed by a microsphere enables the deeply subwavelength ($0.1-0.2λ$) resolution of two dipole sources. We numerically simulate one of these scenarios -- that one in which the focusing lens is located closer than the Rayleigh diffraction length to the beam-forming microsphere and represents a microsphere itself. In our simulations we replace a 3D microsphere by a 2D "sphere" (microcylinder) so that to use an available electromagnetic solver for dielectric microparticles of very large optical sizes. The physical mechanism of the imaging does not suffer of this replacement.

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