Chinese Journal of Ship Research, Volume. 16, Issue 3, 164(2021)

Performance simulation and parameter analysis of viscous fluid damper based on orthogonal design

Yong WU1, Yousong GUO2, and Ming HONG1
Author Affiliations
  • 1School of Naval Architecture Engineering, Dalian University of Technology, Dalian 116024, China
  • 2Jiangsu Gongbang Vibration Control Technology Co., Ltd., Changzhou 213000, China
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    Figures & Tables(14)
    [in Chinese]
    [in Chinese]
    [in Chinese]
    [in Chinese]
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    [in Chinese]
    [in Chinese]
    • Table 1. Value of fixed factors

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      Table 1. Value of fixed factors

      固定因素固定取值
      缸筒长度L/mm147
      活塞杆直径D2/mm56
      缸壁与活塞间隙H/mm0.5
      开孔位置距中心轴高度h/mm45
    • Table 2. Value range of influence factors

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      Table 2. Value range of influence factors

      影响因素取值
      开孔半径r0/mm1, 1.5, 2, 2.5
      开孔长度l/mm60, 62, 64, 66
      开孔个数n/个1, 2, 3, 4
      活塞直径D1/mm124, 128, 132, 136
    • Table 3. Schemes of orthogonal design

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      Table 3. Schemes of orthogonal design

      方案影响因素空列
      r0 /mml/mmn/个D1 /mm
      116011241
      216221282
      316431323
      416641364
      51.56021324
      61.56211363
      71.56441242
      81.56631281
      926031362
      1026241321
      1126411284
      1226621243
      132.56041283
      142.56231244
      152.56421361
      162.56611322
    • Table 4. Grid independence test

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      Table 4. Grid independence test

      网格数压差阻力/kN
      1 396 23387.13
      1 944 17988.57
      2 091 89189.13
      4 499 03288.16
    • Table 5. Simulation and theoretical calculation results of orthogonal design

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      Table 5. Simulation and theoretical calculation results of orthogonal design

      方案仿真结果理论结果
      阻尼系数C/(kN∙v−α)速度指数α阻尼系数C/(kN·v−α)速度指数α
      127.720.30235.750.275
      228.380.32337.070.275
      331.720.29939.210.275
      432.870.32541.890.275
      519.250.34521.690.275
      622.600.37329.340.275
      714.220.29715.780.275
      815.920.35119.460.275
      912.280.28012.720.275
      1011.170.26211.060.275
      1113.560.32515.190.275
      1210.800.32011.710.275
      136.610.2586.450.275
      146.800.2556.530.275
      1510.060.27610.100.275
      1611.460.27711.510.275
    • Table 6. Visual analysis with the damping coefficient as the evaluation index C

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      Table 6. Visual analysis with the damping coefficient as the evaluation index C

      影响因素r0 /mml/mmn/个D1 /mm空列
      K1120.6965.8675.3459.5464.87
      K271.9968.9568.4964.4766.34
      K347.8169.5666.7273.6071.73
      K434.9371.0564.8777.8172.48
      $ \overline{{K}_{{1}}} $30.1716.4718.8414.8916.22
      $ \overline{{K}_{{2}}} $18.0017.2417.1216.1216.59
      $ \overline{{K}_{{3}}} $11.9517.3916.6818.4017.93
      $ \overline{{K}_{{4}}} $8.7317.7616.2219.4518.12
      极差R21.441.302.624.571.90
      排秩15324
      因素主次r0> D1>n>l
    • Table 7. Visual analysis with the velocity index as the evaluation index α

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      Table 7. Visual analysis with the velocity index as the evaluation index α

      影响因素r0 /mml/mmn/个D1/mm空列
      K11.2491.1851.2771.1741.191
      K21.3661.2131.2641.2571.177
      K31.1871.1971.1851.1831.250
      K41.0661.2731.1421.2541.250
      $ \overline{{K}_{{1}}} $0.3120.2960.3190.2940.298
      $ \overline{{K}_{{2}}} $0.3420.3030.3160.3140.294
      $ \overline{{K}_{{3}}} $0.2970.2990.2960.2960.313
      $ \overline{{K}_{{4}}} $0.2670.3180.2860.3140.313
      极差R0.0750.0220.0340.0210.018
      排秩13245
      因素主次r0>n>l>D1
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    Yong WU, Yousong GUO, Ming HONG. Performance simulation and parameter analysis of viscous fluid damper based on orthogonal design[J]. Chinese Journal of Ship Research, 2021, 16(3): 164

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    Paper Information

    Category: Ship Structure and Fittings

    Received: Jan. 2, 2020

    Accepted: --

    Published Online: Mar. 27, 2025

    The Author Email:

    DOI:10.19693/j.issn.1673-3185.01872

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