Transient lubrication model for inclined hydrodynamic bearing considering gyroscopic effect
Source abstract
Abstract
The dynamic behaviors of hydrodynamic journal bearings can be influenced by several coupling factors, including cavitation, elastic deformation, surface asperity, and even electromagnetic fields in systems. In this study, we establish a transient lubrication model to investigate the dynamic lubrication process of journal bearings, fully considering these physical phenomena in the application of micropumps. Rotor trajectory measurements are conducted to validate the proposed model, which results in an error margin of less than 9.6%. Furthermore, the tribodynamic responses of hydrodynamic journal bearings are analyzed theoretically under various operational conditions, such as start-up, shock loading, and speed variation. The variation in the flow field from the mixed-lubrication regime to the hydrodynamic lubrication regime is investigated and qualified during the start-up stage. The analytical model enables the prediction of the transient lubrication performance under various load conditions, such as sharp shock, helping verify the design effectiveness of the journal bearing. Additionally, the dynamic relationships between the motion parameters and forces are demonstrated and compared. Our findings indicate that the gyroscopic torque can suppress the deflection of the rotor and that the hydrodynamic force can inhibit the rotor’s radial displacement, thus maintaining the rotor’s dynamic stability. The methods proposed in this work are instructive for the theoretical modeling and optimization of inclined journal bearings.
Source: expertdata · Quality: candidate unverified · Source record ↗
Research context
OpenAlex topics: Tribology and Lubrication Engineering · Gear and Bearing Dynamics Analysis · Hydraulic and Pneumatic Systems
SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.
References (53)
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1. Liu H, Chen Y, Wang X, et al. Correlating numerical modelling with experimental studies to quantify the wear resistance of high-carbon chromium bearing steel in mixed lubrication. Tribol Int, 2023, 188: 10881910.1016/j.triboint.2023.108819 ↗
2. Liu W, Gjika K, Schiffmann J. Design and experimental investigation of a herringbone grooved gas bearing supported turbocharger. Mech Syst Signal Process, 2023, 186: 10982810.1016/j.ymssp.2022.109828 ↗
3. Kim K, Lee M, Lee S, et al. Optimal design and experimental verification of fluid dynamic bearings with high load capacity applied to an integrated motor propulsor in unmanned underwater vehicles. Tribol Int, 2017, 114: 221–23310.1016/j.triboint.2017.04.017 ↗
4. Tang D, Xiao K, Xiang G, et al. On the nonlinear time-varying mixed lubrication for coupled spiral microgroove water-lubricated bearings with mass conservation cavitation. Tribol Int, 2024, 193: 10938110.1016/j.triboint.2024.109381 ↗
5. Xing G Y, Xue S, Hong T, et al. A novel hydrodynamic suspension micropump using centrifugal pressurization and the wedge effect. Sci China Tech Sci, 2023, 66: 2047–205810.1007/s11431-022-2306-9 ↗
6. Luo X B, Xing G Y, Zou H, et al. Micro Hydraulic Suspension Mechanical Pump and Assembling Method Thereof. US Patent, US 11692559B2, 2023-07-04
7. Wang Z, Mao Z, Zhang J, et al. A temporal correlation microviscoelastohydrodynamic lubrication model and its applications on internal combustion engine. Tribol Int, 2023, 178: 10810110.1016/j.triboint.2022.108101 ↗
8. Ausas R F, Jai M, Buscaglia G C. A mass-conserving algorithm for dynamical lubrication problems with cavitation. J Tribol, 2009, 131: 03170210.1115/1.3142903 ↗
9. Hong T, Xing G Y, Zuo H Y, et al. Increasing operational stability of journal bearing in hydraulic suspension micro-pump by herringbone grooved structure. Sci China Tech Sci, 2024, 67: 853–86210.1007/s11431-023-2437-7 ↗
10. Lv F, Zhang X, Ji C, et al. Theoretical and experimental investigation on local turbulence effect on mixed-lubrication journal bearing during speeding up. Phys Fluids, 2022, 34: 11310410.1063/5.0122039 ↗
11. Li P, Shi Z, Zhang H, et al. Investigation on the lubrication characteristics of low-viscosity lubricated micro-grooved bearings considering turbulence and misalignment. Phys Fluids, 2022, 34: 11514410.1063/5.0127398 ↗
12. Zhu S, Sun J, Li B, et al. Research on turbulent lubrication of misaligned journal bearing considering the axial motion of journal. J Tribol, 2019, 142: 02180210.1115/1.4045096 ↗
13. Yang T, Han Y, Wang Y, et al. Numerical analysis of the transient wear and lubrication behaviors of misaligned journal bearings caused by linear shaft misalignment. J Tribol, 2022, 144: 05180110.1115/1.4051776 ↗
14. Xie Z, Yang K, He T, et al. Experimental and theoretical analysis on the nonlinear rotor-dynamic performances and vibration characteristics of a novel bearing-rotor system. Mech Syst Signal Process, 2023, 199: 11041610.1016/j.ymssp.2023.110416 ↗
15. Yang K, Zhang T. Lubrication analysis of stern bearing during ship severe turning maneuver. Wear, 2023, 523: 20473410.1016/j.wear.2023.204734 ↗
16. Xie Z, Tian Y, Li J, et al. Lubrication performance of a novel doublefilm bearing: Theory & experiment. Tribol Int, 2023, 189: 10895810.1016/j.triboint.2023.108958 ↗
17. Patir N, Cheng H S. Application of average flow model to lubrication between rough sliding surfaces. J Lubr Tech, 1979, 101: 220–22910.1115/1.3453329 ↗
18. Patir N, Cheng H S. An average flow model for determining effects of three-dimensional roughness on partial hydrodynamic lubrication. J Lubr Tech, 1978, 100: 12–1710.1115/1.3453103 ↗
19. Yang T, Xiang G, Cai J, et al. Five-DOF nonlinear tribo-dynamic analysis for coupled bearings during start-up. Int J Mech Sci, 2024, 269: 10906810.1016/j.ijmecsci.2024.109068 ↗
20. Xie Z, Shen N, Zhu W, et al. Theoretical and experimental investigation on the influences of misalignment on the lubrication performances and lubrication regimes transition of water lubricated bearing. Mech Syst Signal Process, 2021, 149: 10721110.1016/j.ymssp.2020.107211 ↗
21. Xu L, Wu J H, Wang Y, et al. A novel compound mechanical seal of reusable rocket turbopump with superconducting magnetic force improving lubrication and stability. Tribol Int, 2021, 159: 10698910.1016/j.triboint.2021.106989 ↗
22. Li B, Sun J, Zhu S, et al. Thermohydrodynamic lubrication analysis of misaligned journal bearing considering the axial movement of journal. Tribol Int, 2019, 135: 397–40710.1016/j.triboint.2019.03.031 ↗
23. Lv F, Jiao C, Ta N, et al. Mixed-lubrication analysis of misaligned bearing considering turbulence. Tribol Int, 2018, 119: 19–2610.1016/j.triboint.2017.10.030 ↗
24. Ouyang W, Liu Q, Xiao J, et al. Experimental study on the distributed lubrication characteristics of full-size water-lubricated stern bearings under hull deformation. Ocean Eng, 2023, 267: 11322610.1016/j.oceaneng.2022.113226 ↗
25. Liu Q, Ouyang W, Cheng Q, et al. Influences of bidirectional shaft inclination on lubrication and dynamic characteristics of the water-lubricated stern bearing. Mech Syst Signal Process, 2022, 169: 10862310.1016/j.ymssp.2021.108623 ↗
26. Gu C, Meng X, Wang S, et al. Modeling a hydrodynamic bearing with provision for misalignments and textures. J Tribol, 2020, 142: 04180110.1115/1.4045453 ↗
27. Koondilogpiboon N, Inoue T. Investigation of turbulence effects on the nonlinear vibration of a rigid rotor supported by finite length 2-lobe and circular bearings. J Comput Nonlinear Dyn, 2019, 14: 12100310.1115/1.4044822 ↗
28. Kim S, Shin D, Palazzolo A B. A review of journal bearing induced nonlinear rotordynamic vibrations. J Tribol, 2021, 143: 11180210.1115/1.4049789 ↗
29. Guo H, Bao J, Zhang S, et al. Experimental and numerical study on mixed lubrication performance of journal bearing considering misalignment and thermal effect. Lubricants, 2022, 10: 26210.3390/lubricants10100262 ↗
30. Merelli C E, Barilá D O, Vignolo G G, et al. Dynamic coefficients of finite length journal bearing. Evaluation using a regular perturbation method. Int J Mech Sci, 2019, 151: 251–26210.1016/j.ijmecsci.2018.11.018 ↗
31. Hsu T C, Chen J H, Chiang H L, et al. Lubrication performance of short journal bearings considering the effects of surface roughness and magnetic field. Tribol Int, 2013, 61: 169–17510.1016/j.triboint.2012.12.016 ↗
32. Cheng F, Wu F, Wang S, et al. A prediction model for suction cavitation erosion in a journal bearing. Tribol Int, 2023, 184: 10842410.1016/j.triboint.2023.108424 ↗
33. Wang C, Zhong H, Lei B, et al. Two-phase lubrication characteristics of journal bearing in refrigerant-oil system under high-pressure environment considering gaseous cavitation. Int J Refrig, 2024, 158: 253–26310.1016/j.ijrefrig.2023.12.001 ↗
34. Cheng F, Ji W. Cavitation erosion of a single bubble in water as a kind of dynamic damage. Proc Inst Mech Eng Part J-J Eng Tribol, 2017, 231: 1383–138910.1177/1350650117694251 ↗
35. Xiong G, Zhang J, Mao Z, et al. Dynamic misalignment effects on performance of dynamically loaded journal bearings. Int J Mech Sci, 2024, 264: 10883910.1016/j.ijmecsci.2023.108839 ↗
36. Chen S, Xiang G, Fillon M, et al. On the tribo-dynamic behaviors during start-up of water lubricated bearing considering imperfect journal. Tribol Int, 2022, 174: 10768510.1016/j.triboint.2022.107685 ↗
37. Qian K X. Gyro-effect stabilizes unstable permanent maglev centrifugal pump. Cardiovasc Eng, 2007, 7: 39–4210.1007/s10558-007-9022-z ↗
38. Ma Y, Shi C, Wang Y, et al. Gyroscopic effect evaluation and resonance speed prediction of complex high-speed rotor system based on energy. Mech Syst Signal Process, 2023, 198: 11042310.1016/j.ymssp.2023.110423 ↗
39. Xing G, Hong T, Xue S, et al. The trajectory monitoring method of hydrodynamic suspension bearing based on laser-ranging technology. Meas Sci Technol, 2023, 34: 08500810.1088/1361-6501/accf2a ↗
40. Xing G, Xue S, Han J, et al. Turbulent lubrication model for journal-axial coupled hydrodynamic bearings without grooves. Tribol Int, 2023, 190: 10903610.1016/j.triboint.2023.109036 ↗
41. Hu Y, Masuda T, Yoshimine C, et al. Theoretical and experimental investigations on directly lubricated tilting pad journal bearing under starved lubrication. Tribol Trans, 2021, 64: 616–63210.1080/10402004.2021.1890289 ↗
42. Sun J, Changlin G. Hydrodynamic lubrication analysis of journal bearing considering misalignment caused by shaft deformation. Tribol Int, 2004, 37: 841–84810.1016/j.triboint.2004.05.007 ↗
43. Beheshti A, Khonsari M M. An engineering approach for the prediction of wear in mixed lubricated contacts. Wear, 2013, 308: 121–13110.1016/j.wear.2013.10.004 ↗
44. Chun S M, Khonsari M M. Wear simulation for the journal bearings operating under aligned shaft and steady load during start-up and coast-down conditions. Tribol Int, 2016, 97: 440–46610.1016/j.triboint.2016.01.042 ↗
45. Song X, Wu W, Yuan S. Mixed-lubrication analysis of misaligned journal bearing considering turbulence and cavitation. AIP Adv, 2022, 12: 01521310.1063/5.0074896 ↗
46. Gong J, Jin Y, Liu Z, et al. Study on influencing factors of lubrication performance of water-lubricated micro-groove bearing. Tribol Int, 2019, 129: 390–39710.1016/j.triboint.2018.08.035 ↗
47. Kuznetsov E, Glavatskih S. Dynamic characteristics of compliant journal bearings considering thermal effects. Tribol Int, 2016, 94: 288–30510.1016/j.triboint.2015.08.018 ↗
48. Kawase Y, Hayashi Y, Yamaguchi T. 3-D finite element analysis of motors excited from voltage source taking into account end-coil effects. IEEE Trans Magn, 1997, 33: 1686–168910.1109/20.582596 ↗
49. Suganthi P, Nagapavithra S, Umamaheswari S. Modeling and simulation of closed loop speed control for BLDC motor. In: Proceedings of the 2017 Conference on Emerging Devices and Smart Systems (ICEDSS). Mallasamudram: IEEE, 2017. 229–23310.1109/ICEDSS.2017.8073686 ↗
50. Kawase Y, Mimura N, Ida K. 3-D electromagnetic force analysis of effects of off-center of rotor in interior permanent magnet synchronous motor. IEEE Trans Magn, 2000, 36: 1858–186210.1109/20.877807 ↗
51. Zhang Y J, Sun Q. An improved ICCG method of large-scale sparse linear equation group. In: Computational Methods in Engineering & Science. Berlin: Springer, 2006. 27910.1007/978-3-540-48260-4_125 ↗
52. Kawase Y, Kikuchi H, Ito S. 3D nonlinear transient analysis of dynamic behavior of the clapper type DC electromagnet. IEEE Trans Magn, 1991, 27: 4238–424110.1109/20.105037 ↗
53. Volk A, Kähler C J. Density model for aqueous glycerol solutions. Exp Fluids, 2018, 59: 7510.1007/s00348-018-2527-y ↗