| 基于粘弹性材料H-N模型的声学参数优化研究 |
| Study on Optimization of Acoustic Parameters Based on H-N Model of Viscoelastic Material |
| 投稿时间：2019-06-17 修订日期：2019-06-17 |
| DOI：10.12136/j.issn.1000-890X.2020.06.0423 |
| 中文关键词: 粘弹性材料 H-N模型 声学参数 吸声性能 隔声性能 有限元分析 |
| 英文关键词: viscoelastic material H-N model acoustic parameter sound absorption performance sound insulation performance finite element analysis |
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| 中文摘要: |
| 利用有限元软件建立粘弹性材料的声学模型（H-N模型），研究宽频段（300～20 000 Hz）下H-N模型的声学参数对粘弹性材料吸声性能和隔声性能的影响规律。结果表明：随着与损耗峰宽度相关的参数（α）的增大，材料的吸声性能和隔声性能先提高后降低，α为0.35和0.2时，材料的吸声性能和隔声性能分别最优；随着与损耗峰对称性相关的参数（β）和高频端玻璃态平台区模量（E∞）的增大，材料的隔声性能均降低，吸声性能均先提高后降低，β为0. 2和E∞为100 MPa时，材料的吸声性能均最优；随着低频端橡胶态平台区模量（E0）和与温度相关的松弛时间（t）的增大，材料的吸声性能和隔声性能均降低。粘弹性材料各声学参数对其吸声性能和隔声性能的影响规律可以为宽频段粘弹性材料的配方设计提供声学理论依据。 |
| 英文摘要: |
| The acoustic model（H-N model） of viscoelastic materials was established by using finite element software. The influence of the acoustic parameters in H-N model on the sound absorption and sound insulation performance of viscoelastic materials in a wide frequency range （300～20 000 Hz） was studied.
The results showed that with the increase of the parameter（α） related to the loss peak width，the sound absorption performance and sound insulation performance of the material increased first and then decreased.When α was 0. 35 and 0. 2，the sound absorption performance and sound insulation performance of the material were the best，respectively. With the increase of the parameter（β） related to the loss peak symmetry and the modulus of the glassy platform area（E∞） at the high frequency end，the sound insulation performance of the material decreased，and the sound absorption performance increased first and then decreased. When β was 0. 2 and E∞ was 100 MPa，the sound absorption performance of the material was the best. With the increase of the modulus of rubbery platform（E0） at low frequency end and the relaxation time（t） related to temperature，the sound absorption performance and sound insulation performance of the material decreased.The results could provide an acoustic theoretical basis for the formulation design of viscoelastic materials in wide frequency bands. |
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