Zheng Guoan, Heng Xin, Yang Changhuei
Electrical Engineering, California Institute of Technology, Pasadena, CA 91125, USA.
New J Phys. 2009;11(4):33010. doi: 10.1088/1367-2630/11/3/033010.
A phase conjugate mirror (PCM) has a remarkable property of cancellation the back-scattering wave of the lossless scatterers. The similarity of a phase conjugate mirror to the interface of a matched RHM (right-handed material) and a LHM (left-handed material) prompts us to explore the potentials of using the RHM-LHM structure to achieve the anti-scattering property of the PCM. In this paper, we present two such structures. The first one is a RHM-LHM cloaking structure with a lossless arbitrary-shape scatterer imbedded in the RHM and its left-handed duplicate imbedded in the matched LHM. It is shown that such a structure is transparent to the incident electromagnetic (EM) field. As a special case of this structure, we proposed an EM tunnel that allows EM waves to spatially transport to another location in space without significant distortion and reflection. The second one is an RHM-PEC (perfect electric conductor)-LHM cloaking structure, which is composed of a symmetric conducting shell embedded in the interface junction of an RHM and the matched LHM layer. Such a structure presents an anomalously small scattering cross-section to an incident propagating EM field, and the interior of the shell can be used to shield small objects (size comparable to the wavelength) from interrogation. We report the results of 2D finite-element-method (FEM) simulations that were performed to verify our idea, and discuss the unique properties of the proposed structures as well as their limitations.
相位共轭镜(PCM)具有消除无损散射体后向散射波的显著特性。相位共轭镜与匹配的右手材料(RHM)和左手材料(LHM)界面的相似性促使我们探索利用RHM-LHM结构实现PCM抗散射特性的潜力。在本文中,我们提出了两种这样的结构。第一种是一种RHM-LHM隐身结构,其中一个无损任意形状的散射体嵌入RHM中,其左手复制品嵌入匹配的LHM中。结果表明,这种结构对入射电磁场(EM)是透明的。作为这种结构的一个特殊情况,我们提出了一个电磁隧道,它允许电磁波在空间中传输到另一个位置而不会有明显的失真和反射。第二种是RHM-PEC(理想导体)-LHM隐身结构,它由一个对称的导电壳嵌入RHM和匹配的LHM层的界面结中组成。这种结构对入射传播电磁场呈现出异常小的散射截面,并且壳的内部可用于屏蔽小物体(尺寸与波长相当)免受探测。我们报告了为验证我们的想法而进行的二维有限元方法(FEM)模拟结果,并讨论了所提出结构的独特特性及其局限性。