Acta Physica Sinica, Volume. 69, Issue 9, 098301-1(2020)

Vibration transfer characteristic of gradient-like structure based on magnetorheological fluid

Dan Zhao*, Shuai-Hu Wang, Shao-Gang Liu, Jin Cui, and Li-Qiang Dong
Author Affiliations
  • College of Mechanical and Electrical Engineering, Harbin Engineering University, Harbin 150001, China
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    Figures & Tables(15)
    Impedance distribution diagram.
    Schematic diagram of the experimental device for constructing gradient-like structure.
    Vibration transfer characteristic of the homogeneous quasi-solid magnetorheological fluid.
    Structure diagram of the experimental set-up.
    Comparison of vibration transfer characteristic of quasi-solid magnetorheological fluid under different magnetic field: (a) 30 mT; (b) 50 mT; (c) 70 mT; (d) 100 mT.
    Error between theoretical results and experimental results.
    Vibration characteristic of gradient-like structure.
    Vibration characteristic of the gradient-like structure under different magnetic field intensity.
    Comparison between gradient-like structure and homogeneous magnetorheological fluid: (a) 50 mT; (b) 70 mT; (c) 100 mT
    Comparison between experimental and numerical results of vibration transfer characteristic of gradient like structure: (a) 50 mT; (b) 70 mT; (c) 100 mT
    • Table 1.

      Characteristic parameters of the magnetorheological fluid.

      磁流变液性能参数

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      Table 1.

      Characteristic parameters of the magnetorheological fluid.

      磁流变液性能参数

      性能名称平均粒径颗粒密度载液密度零场黏度颗粒体积分数
      d/μm ${\rho _{\rm{f}}}$/kg·m–3${\rho _{\rm{r}}}$/kg·m–3$\eta $/Ns·m–2$\theta $
      参数值5.566989980.242527%
    • Table 2.

      Comparison of numerical results and experimental results.

      修正后的理论模型和实验结果对比

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      Table 2.

      Comparison of numerical results and experimental results.

      修正后的理论模型和实验结果对比

      修正倍数振级落差
      理论值/dB实验值/dB误差
      2倍9.687615.441937.31%
      5倍14.47396.27%
      10倍18.299518.51%
      15倍19.827528.40%
      20倍20.779534.57%
    • Table 3.

      Comparison of numerical results and experimental results (5–10 times).

      修正后的理论模型和实验结果对比(5—10倍)

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      Table 3.

      Comparison of numerical results and experimental results (5–10 times).

      修正后的理论模型和实验结果对比(5—10倍)

      修正倍数振级落差
      理论值/dB实验值/dB误差
      5倍14.473915.44196.27%
      6倍15.53120.58%
      7倍16.41326.29%
      8倍17.152411.08%
      9倍17.774315.10%
    • Table 4.

      Comparison of numerical results and experimental results (30–100 Hz).

      修正后的理论模型和实验结果对比(30—100 Hz)

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      Table 4.

      Comparison of numerical results and experimental results (30–100 Hz).

      修正后的理论模型和实验结果对比(30—100 Hz)

      输入弹性波频率振级落差
      理论值/dB实验值/dB误差
      30 Hz5.14575.60428.18%
      40 Hz6.86106.79790.93%
      50 Hz8.57628.51990.66%
      60 Hz10.291510.28580.06%
      70 Hz12.006711.56794.3%
      80 Hz13.721912.87656.51%
      90 Hz14.437213.80864.55%
      100 Hz15.531215.44190.58%
    • Table 5.

      Error between experimental and theoretical results.

      实验与理论结果误差

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      Table 5.

      Error between experimental and theoretical results.

      实验与理论结果误差

      编号实验参数/mT误差
      实验1502.856%
      实验2702.233%
      实验31003.585%
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    Dan Zhao, Shuai-Hu Wang, Shao-Gang Liu, Jin Cui, Li-Qiang Dong. Vibration transfer characteristic of gradient-like structure based on magnetorheological fluid[J]. Acta Physica Sinica, 2020, 69(9): 098301-1

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    Paper Information

    Category:

    Received: Mar. 3, 2020

    Accepted: --

    Published Online: Nov. 26, 2020

    The Author Email:

    DOI:10.7498/aps.69.20200326

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