Xu Lin, Chen Huanyang
Department of Physics and Institute of Electromagnetics and Acoustics, Xiamen University, Xiamen, 361005, China.
Information Materials and Intelligent Sensing Laboratory of Anhui Province & Institutes of Physical Science and Information Technology, Anhui University, Hefei, 230601, China.
Adv Mater. 2021 Dec;33(52):e2005489. doi: 10.1002/adma.202005489. Epub 2021 Oct 7.
Based on the form-invariance of Maxwell's equations under coordinate transformations, mathematically smooth deformation of space can be physically equivalent to inhomogeneous and anisotropic electromagnetic (EM) medium (called a transformation medium). It provides a geometric recipe to control EM waves at will. A series of examples of achieving transformation media by artificially structured units from conventional materials is summarized here. Such concepts are firstly implemented for EM waves, and then extended to other wave dynamics, such as elastic waves, acoustic waves, surface water waves, and even stationary fields. These shall be cataloged as transformation metamaterials. In addition, it might be conceptually attractive and practically useful to control diverse waves for multi-physics designs.
基于麦克斯韦方程组在坐标变换下的形式不变性,空间的数学平滑变形在物理上可等效于非均匀且各向异性的电磁(EM)介质(称为变换介质)。它提供了一种随意控制电磁波的几何方法。这里总结了一系列通过传统材料的人工结构化单元实现变换介质的例子。此类概念首先应用于电磁波,随后扩展到其他波动动力学,如弹性波、声波、表面水波,甚至静态场。这些都应归类为变换超材料。此外,对于多物理场设计而言,控制多种波在概念上可能具有吸引力且在实际中有用。