论文标题

拓扑传输的合成空间的物理渲染

Physical rendering of synthetic spaces for topological sound transport

论文作者

Chen, Hui, Zhang, Hongkuan, Wu, Qian, Huang, Yu, Nguyen, Huy, Prodan, Emil, Zhou, Xiaoming, Huang, Guoliang

论文摘要

合成尺寸可以在物理空间中渲染,这是通过光子学和冷原子气体实现的,但是,声音中几乎没有成功,因为声波螺旋体不能以连续的方式弱地耦合。在这里,我们建立了理论原理,并首次制造了由声学腔阵列组成的声学晶体,这些声腔阵列通过调制通道强烈耦合到证据一维(1D)和二维(2D)动态拓扑泵。特别是,拓扑边缘 - 占地和角式 - 塑形 - 圆形转运在有限尺寸的声学结构中进行了物理上的说明。我们通过计算第一和第二个Chern数字并证明对几何缺陷的鲁棒性来描述生成的2D和四维(4D)量子霍尔效应。合成维度可以为声学拓扑波转向提供强大的方法,并打开一个新的平台,以四个及以上的尺寸探索高阶拓扑物质。

Synthetic dimensions can be rendered in the physical space and this has been achieved with photonics and cold atomic gases, however, little to no work has been succeeded in acoustics because acoustic wave-guides cannot be weakly coupled in a continuous fashion. Here, we establish the theoretical principles and for the first time manufacture acoustic crystals composed of arrays of acoustic cavities strongly coupled through modulated channels to evidence one-dimensional (1D) and two-dimensional (2D) dynamic topological pumpings. In particular, the topological edge-bulkedge and corner-bulk-corner transport are physically illustrated in finite-sized acoustic structures. We delineate the generated 2D and four-dimensional (4D) quantum Hall effects by calculating first and second Chern numbers and demonstrating robustness against the geometrical imperfections. Synthetic dimensions could provide a powerful way for acoustic topological wave steering and open up a new platform to explore higher-order topological matter in dimensions four and higher.

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