期刊
INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES
卷 200, 期 -, 页码 -出版社
PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.ijmecsci.2021.106447
关键词
Force dipole; Infrasound isolation; Mass and stiffness laws; Broadband band-gap; Metamaterials
资金
- National Natural Science Foundation of China [51775467]
- Research Grants Council of Hong Kong SAR [17210720]
- Hangzhou Municipal Government
Conventional sound isolation panels and membrane-type acoustic metamaterials are not effective for broadband sound isolation at low frequencies. In contrast, the force dipole effect using a passively shunted electromechanical diaphragm (SEMD) can achieve super broadband sound isolation in the infrasound region.
Broadband sound isolation in low frequencies by a partition with a small dynamic mass is a challenge to the mass law. We review the conventional sound isolation panels and membrane-type acoustic metamaterials and find that the former is equivalent to a monopole identical to a single path control system and the latter is similar to a dipole equivalent to a feed-forward system with zero time delay. Neither is likely to enhance sound isolation in a broad bandwidth and at low frequencies. Here, we introduce a force dipole effect, which is a passive feedback force countering the incident sound. The device is based on a passively shunted electromechanical diaphragm (SEMD), consisting of a moving-coil attached diaphragm, a permanent magnet generating a DC magnetic field, and a programmable analog circuit shunting the coil. It isolates sound in a super broad bandwidth down to the infrasound region. In reaction to an incident sound, a Lorentz force is exerted on the moving-coil opposing the incident pressure force, forming a near-perfect dipole. The net residual force is greatly reduced and so is the sound wave transmission. The force dipole effect is determined by the shunt circuit and our experiments in an impedance tube show that the spectrum of transmission loss (TL) of the SEMD can be programed by a smart circuit; it is maintained at 20 dB or above from 15 Hz to 772 Hz. The mass and stiffness laws are broken over 5.7 octaves. The lumped-parameter theoretical model is verified by experiment, and further analysis predicts that a superconducting circuit will achieve a super broadband band gap.
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