期刊
APPLIED ACOUSTICS
卷 198, 期 -, 页码 -出版社
ELSEVIER SCI LTD
DOI: 10.1016/j.apacoust.2022.109001
关键词
Integrated acoustic black holes; Vibration reduction; Dynamic vibration absorber; Artificial springs; Reflection coefficient
类别
资金
- National Natural Science Foundation of China [51875061]
- Fundamental Research Funds for the Central Universities [G2022KY05106]
This paper proposes integrated acoustic black holes (IABHs) as a new concept for utilizing ABHs, and develops a semi-analytical method to characterize this complex mechanical system. The research shows that properly shaped IABHs can effectively reduce vibrations. The correctness of the analysis model and the damping effect of the optimal IABH are validated through experiments.
As a passive technology for vibration reduction, embedded acoustic black holes (EABHs) have been exten-sively studied in the last decades. Due to the substantial decrease of thickness, however, traditional EABHs inevitably meet the problem of low stiffness and strength and even are prone to structural failure. Therefore, in this paper, integrated acoustic black holes (IABHs) are suggested to provide another concept of exploiting ABHs. An IABH is considered as a dynamic vibration absorber (DVA) when it is connected to the host structure, via attaching ABHs, rather than via embedding them. As the research on the IABHs is still in its preliminary stage, a semi-analytical method is developed to characterize such a complex mechanical system in this paper. In particular, the coupling effects between the host structure and the IABHs are accounted for by taking the advantage of artificial springs. The correctness of the proposed model is validated against finite element simulations. After that, the zeros and poles of the reflection coefficient are discussed for obtaining the optimal solution about the size of the IABH and damping lay-ers. Results show that it will be very effective once the IABH is properly shaped. Experiments are made to validate the correctness of the analysis model and damping effect of the optimal IABH. The theoretical model developed in this paper facilitates the characterization of the IABH DVAs, and is expected to accel-erate their applications in engineering.(c) 2022 Elsevier Ltd. All rights reserved.
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