Unimode material based low-frequency underwater acoustic isolation
Yu Wei, Binghao Zhao, Fen Du, Yi Chen, Gengkai Hu

TL;DR
This paper introduces the concept of complementary extremal materials, demonstrating their ability to control elastic wave polarization and underwater sound, with potential applications in low-frequency acoustic insulation.
Contribution
It proposes the novel idea of complementary extremal materials and explores their interface properties for wave control and underwater acoustic insulation.
Findings
Perfect mode conversion from longitudinal to transverse waves at the interface.
Design and verification of metamaterials for low-frequency underwater acoustic insulation.
Demonstration of controlling elastic wave polarization using extremal materials.
Abstract
Extremal materials are a specific class of Cauchy materials whose elasticity tensor has one or more zero eigenvalues. Each zero eigenvalue corresponds to a soft mode requiring zero strain energy, while non-zero eigenvalues correspond to hard modes that cost energy. According to the number, N, of zero eigenvalues, these materials can be referred to as unimode (N=1), bimode (N=2), etc. Extremal materials have enabled novel functions beyond conventional Cauchy media, e.g., phonon polarizers, Rayleigh wave isolators and underwater acoustic cloaks. These functions typically require a single extremal material. Interfaces between two extremal materials exhibit rich wave behaviors, yet have been seldom explored. Here, we proposed the concept of complementary extremal materials, i.e., the soft mode of one extremal material is a hard mode of the other. As one example, we study the interface…
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Taxonomy
TopicsAcoustic Wave Phenomena Research · Metamaterials and Metasurfaces Applications · Cellular and Composite Structures
