Synthetic gauge field enabled realization of bulk- and edge-transported states in an aperiodic acoustic structure
Y. X. Fang, W. H. Zhu, Y. Cai, X. H. Li, M. Q. Zhang, J. Huang, Y. Li, S. Q. Wu

TL;DR
This paper demonstrates how synthetic gauge fields in an aperiodic acoustic structure can produce topologically protected bulk and edge states, enabling robust and controllable acoustic transport with potential for advanced device applications.
Contribution
It introduces the use of synthetic gauge fields to realize and control topological acoustic states, including Landau levels and rainbow states, in an aperiodic structure, advancing topological acoustics.
Findings
Landau levels achieved in aperiodic acoustic structures under pseudomagnetic fields
Zero order Landau modes can transmit as bulk or edge states
Formation of Landau rainbow states with combined pseudomagnetic and pseudoelectric fields
Abstract
Topologically protected edge states with immunity against various disorders have been implemented in a variety of topological insulators. In this Letter, we reveal that Landau levels in aperiodic acoustic structures can be achieved under different pseudomagnetic fields (PMFs). The produced zero order Landau modes (ZOLMs) could transmit along the channels at the interior or exterior of the inhomogeneous array, which are separately termed as "bulk-transported states" (BTSs) and "edge-transported states" (ETSs). Distinct from conventional valley edge states, the ZOLMs show intriguing self-collimation feature. If a pseudoelectric field (PEF) is further included, the combination of a PMF and PEF can result in the formation of bulk or edge Landau rainbow, where Landau zero modes are distributed at various positions of the bulk or boundary of the sample at different frequencies. The…
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Taxonomy
TopicsTopological Materials and Phenomena · Quasicrystal Structures and Properties · Quantum many-body systems
