Three-Body Two-Way Fluid-Solid Coupling Model and End Face Mechanical Deformation Law of High Pressure Dry Gas Seal

被引:0
作者
Weng, Wenhao [1 ]
Hu, Hangling [2 ]
Jiang, Jinbo [1 ]
Peng, Xudong [1 ]
Lin, Zhimin [2 ]
Wang, Lintao [2 ]
Meng, Xiangkai [1 ]
机构
[1] College of Mechanical Engineering, Zhejiang University of Technology, Zhejiang, Hangzhou
[2] Shanghai Marine Diesel Engine Research Institute, Shanghai
来源
Mocaxue Xuebao/Tribology | 2024年 / 44卷 / 11期
基金
中国国家自然科学基金;
关键词
dry gas seal; fluid-solid coupling; mechanical deformation; numerical simulation; turbulence;
D O I
10.16078/j.tribology.2023234
中图分类号
学科分类号
摘要
A three-body two-way fluid-solid coupling model of dry gas seal was proposed by comprehensively considering the three key factors, including fluid film pressure, seal ring structure and seal ring seat force, that affected the mechanical deformation of seal ring end face and their interaction. Taking the classical high-pressure dry gas seal structure as the research object, the film pressure was obtained by solving the Reynolds equation with turbulence, the deformation of seal ring and the stress and strain of the spring energized seal ring was solved by the commercial software ANSYS. The deformation law of seal ring end face under different structural parameters and operating conditions was studied. The effects of three fluid-solid coupling models and flow model, the axial thickness of the sealing ring and the radial position of the auxiliary seal on the deformation of the sealing ring end face and steady-state performance were compared and analyzed, and the optimal value range of the above-mentioned structural parameters was obtained. The results showed that compared with the three-body two-way fluid-solid coupling model of dry gas seal considering the interaction of 'fluid film-sealing ring-ring seat', the three-body one-way model which ignoring the interaction between the fluid film and the sealing ring would make the end face force deformation of the sealing rings larger, while the two-body two-way model which ignoring the ring seat force would make them significantly smaller. The average film thickness and leakage rate obtained by the three-body one-way model and the two-body two-way model were significantly smaller, and the predicted leakage rate was 38.5% and 33.5% smaller, respectively. The selection of turbulent and laminar flow pattern model had little effect on the shape of sealing gap, but the predicted value of laminar flow model for outlet blocking pressure was higher, which would make the average film thickness and leakage rate higher when the pressure was low (8 MPa), and make the average film thickness and leakage rate significantly lower when the pressure was high (16 MPa), and the relative errors reached 38% and 15%, respectively. Increasing the axial thickness of the rotating ring and the radial position of the stationary ring auxiliary seal only changed the deformation of the corresponding seal ring end face without affecting the deformation shape, and made the opening force and leakage rate monotonically decreased. Increasing the axial thickness of the stationary ring and the radial position of the auxiliary seal of the rotating ring would significantly change the deformation direction of the corresponding seal ring, and the opening force and leakage rate would increase monotonously, and by reasonably combining with the axial thickness of the rotating ring and the radial position of the auxiliary seal of the static ring, the goal of lower leakage rate, near parallel gap and suitable operating film thickness could be achieved. © 2024 Lanzhou Institute of Chemical Physics, Chinese Academy of Sciences. All rights reserved.
引用
收藏
页码:1540 / 1557
页数:17
相关论文
共 35 条
  • [21] Huang Weifeng, Wang Weida, Liu Ying, Et al., Thermal-fluid-solid coupling modeling and performance analysis of dry gas seal for helium medium, Lubrication Engineering, 46, 2, pp. 1-9, (2021)
  • [22] Peng Xudong, Feng Xiangzhong, Hu Danmei, Et al., Numerical analysis of deformation of a non-contacting gas lubricated seal, Tribology, 24, 6, pp. 536-540, (2004)
  • [23] Wang Jinhong, Chen Zhi, Liu Fan, Et al., Influence of support boundary conditions of a seal ring on deformation of mechanical seal end face, CIESC Journal, 71, 4, pp. 1744-1753, (2020)
  • [24] Peng Xudong, Liu Wei, Bai Shaoxian, Et al., Effects analysis of thermo-elastic deformation on the performance of hydrostatic mechanical seals in reactor coolant pumps, Journal of Mechanical Engineering, 46, 23, pp. 146-153, (2010)
  • [25] Kang Yuru, Meng Xiangkai, Peng Xudong, Et al., Coupling model and performance analysis of hydrostatic mechanical seals for reactor coolant pumps, Fluid Machinery, 39, 11, pp. 22-27, (2011)
  • [26] Peng Xudong, Kang Yuru, Meng Xiangkai, Et al., Study on factors affecting seal performance of a hydrostatic mechanical seal in reactor coolant pumps, Journal of Mechanical Engineering, 48, 17, pp. 83-90, (2012)
  • [27] Qiang He, Weifeng Huang, Ying Liu, Et al., Contact status between seal ring and its support: crucial factor in hydrostatic mechanical face seal[J], Industrial Lubrication and Tribology, 71, 7, pp. 885-892, (2019)
  • [28] Chuanjun Liao, Weifeng Huang, Shuangfu Suo, Et al., Fluid-solid strong-interaction model of mechanical seals in reactor coolant pumps[J], Science China Technological Sciences, 54, 9, pp. 2339-2348, (2011)
  • [29] Jia Xiaohong, Li Kun, A research on 2-D axisymmetric finite element model for spring energized seal ring, Lubrication Engineering, 40, 11, pp. 1-5, (2015)
  • [30] Wu Jie, Chen Zhi, Zhao Peng, Et al., Working performance of push ring’s spring energized seal, Tribology, 41, 4, pp. 532-542, (2021)