Articles

Investigation on dynamic characteristics of a rod fastening rotor-bearing coupling system with fixed-point rubbing

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  • 1. School of Mechanics and Engineering, Southwest Jiaotong University, Chengdu 610031, China;
    2. Centre for Engineering Dynamics, School of Engineering, University of Liverpool, Liverpool L69 3GH, U. K.;
    3. School of Mechanical Engineering and Automation, Northeastern University, Shenyang 110819, China;
    4. School of Astronautics, Harbin Institute of Technology, Harbin 150001, China

Received date: 2021-09-30

  Revised date: 2021-12-13

  Online published: 2022-06-30

Supported by

the National Natural Science Foundation of China (No. 12172307), the Key Laboratory of Vibration and Control of Aero-Propulsion System, Ministry of Education, Northeastern University of China (No. VCAME202103), and the Fundamental Research Funds for the Central Universities in Southwest Jiaotong University of China (No. 2682021ZTPY036)

Abstract

The aim of this paper is to gain insight into the nonlinear vibration feature of a dynamic model of a gas turbine. First, a rod fastening rotor-bearing coupling model with fixed-point rubbing is proposed, where the fractal theory and the finite element method are utilized. For contact analysis, a novel contact force model is introduced in this paper. Meanwhile, the Coulomb model is adopted to expound the friction characteristics. Second, the governing equations of motion of the rotor system are numerically solved, and the nonlinear dynamic characteristics are analyzed in terms of the bifurcation diagram, Poincaré map, and time history. Third, the potential effects provided by contact degree of joint interface, distribution position, and amount of contact layer are discussed in detail. Finally, the contrast analysis between the integral rotor and the rod fastening rotor is conducted under the condition of fixed-point rubbing.

Cite this article

Yang YANG, H. J. OUYANG, Jin ZENG, Hui MA, Yiren YANG, Dengqing CAO . Investigation on dynamic characteristics of a rod fastening rotor-bearing coupling system with fixed-point rubbing[J]. Applied Mathematics and Mechanics, 2022 , 43(7) : 1063 -1080 . DOI: 10.1007/s10483-022-2819-7

References

[1] LIU, S. G., MA, Y. H., ZHANG, D. Y., and HONG, J. Studies on dynamic characteristics of the joint in the aero-engine rotor system. Mechanical Systems and Signal Processing, 29, 120-136(2012)
[2] WANG, L., WAMG, A., JIN, M., HUANG, Q., and YIN, Y. Nonlinear effects of induced unbalance in the rod fastening rotor-bearing system considering nonlinear contact. Archive of Applied Mechanics, 90(5), 917-943(2020)
[3] HARTWIGSEN, C. J., SONG, Y., MCFARLAND, D. M., BERGMAN, L. A., and VAKAKIS, A. F. Experimental study of non-linear effects in a typical shear lap joint configuration. Journal of Sound and Vibration, 277(1-2), 327-351(2004)
[4] HU, L., LIU, Y., ZHAO, L., and ZHOU, C. Nonlinear dynamic behaviors of circumferential rod fastening rotor under unbalanced pre-tightening force. Archive of Applied Mechanics, 86(9), 1621-1631(2016)
[5] QIN, Z. Y., HAN, Q. K., and CHU, F. L. Analytical model of bolted disk-drum joints and its application to dynamic analysis of jointed rotor. Archive Proceedings of the Institution of Mechanical Engineers Part C:Journal of Mechanical Engineering Science, 228(4), 646-663(2014)
[6] QIN, Z. Y., HAN, Q. K., and CHU, F. L. Bolt loosening at rotating joint interface and its influence on rotor dynamics. Engineering Failure Analysis, 59, 456-466(2016)
[7] QIN, Z. Y., YANG, Z. B., ZU, J., and CHU, F. L. Free vibration analysis of rotating cylindrical shells coupled with moderately thick annular plates. International Journal of Mechanical Sciences, 142-143, 127-139(2018)
[8] WU, X. L., JIAO, Y. H., CHEN, Z. B., and MA, W. S. Establishment of a contact stiffness matrix and its effect on the dynamic behavior of rod-fastening rotor bearing system. Archive of Applied Mechanics, 91, 3247-3271(2021)
[9] JALALI, H., HEDAYATI, A., and AHMADIAN, H. Modelling mechanical interfaces experiencing micro-slip/slap. Inverse Problems in Science and Engineering, 19(6), 751-764(2011)
[10] GREEWOOD, J. A. and WILLIAMSON, J. B. P. Contact nominally flat surfaces. Proceedings of the Royal Society of London, 295(1442), 300-319(1966)
[11] POHRT, R. and POPOV, V. L. Normal contact stiffness of elastic solids with fractal rough surfaces. Physical Review Letters, 108(10), 104301(2012)
[12] CIAVARELLA, M., MUROLO, G., DEMELIO, G., and BARBER, J. R. Elastic contact stiffness and contact resistance for the Weierstrass profile. Journal of the Mechanics and Physics of Solids, 52(6), 1247-1265(2004)
[13] LIU, P., ZHAO, H., HUANG, K., and CHEN, Q. Research on normal stiffness of rough surface considering friction based on fractal theory. Applied Surface Science, 349(15), 43-48(2015)
[14] ZHONG, K., QIN, Z. Y., and CHU, F. L. Modeling of frictional stick-slip of contact interfaces considering normal fractal contact. Journal of Applied Mechanics, 89, 031003(2022)
[15] JIANG, S., ZHENG, Y., and ZHU, H. A contact stiffness model of machined plane joint based on fractal theory. Journal of Tribology, 132(1), 011401(2010)
[16] RIMPEL, A. M. and LEOPARD, M. Simple contact stiffness model validation for tie bolt rotor design with butt joints and pilot fits. Journal of Engineering for Gas Turbines&Power, 142, 011014(2020)
[17] HEI, D., LU, Y., ZHANG, Y., LU, Z., GUPTA, P., and MULLER, N. Nonlinear dynamic behaviorṡ of a rod fastening rotor supported by fixed-tilting pad journal bearings. Chaos Solitons&Fractals, 69, 129-150(2014)
[18] YU, J. J. On occurrence of reverse full annular rub. Journal of Engineering for Gas Turbines&Power, 134(1), 012505(2011)
[19] VLAJIC, N., CHAMPNEYS, A. R., and BALACHANDRAN, B. Nonlinear dynamics of a Jeffcott with torsional deformations and rotor-stator contact. International Journal of Non-Linear Mechanics, 92, 102-110(2017)
[20] JIANG, J. Determination of the global responses characteristics of a piecewise smooth dynamical system with contact. Nonlinear Dynamics, 57, 351-361(2009)
[21] YANG, Y., OUYANG, H. J., YANG, Y. R., CAO, D. Q., and WANG, K. Vibration analysis of a dual-rotor-bearing-double casing system with pedestal looseness and multi-stage turbine bladecasing rub. Mechanical Systems and Signal Processing, 143, 106845(2020)
[22] YANG, Y. F., WU, Q. Y., WANG, Y. L., QIN, W. Y., and LU, K. Dynamic characteristics of cracked uncertain hollow-shaft. Mechanical Systems and Signal Processing, 124, 36-48(2019)
[23] MAJUMDAR, A. and BHUSHAN, B. Role of fractal geometry in roughness characterization and contact mechanics of surfaces. Journal of Tribology, 112(2), 205-216(1990)
[24] WANG, S. and KOMVOPOULOS, K. A fractal theory of the interfacial temperature distribution in the slow sliding regime, part I:elastic contact and heat transfer analysis. Journal of Tribology, 116(4), 812-822(1994)
[25] KROLIKOWSKI, J. and SZCZEPEK, J. Assessment of tangential and normal stiffness of contact between rough surfaces using ultrasonic method. Wear, 160(2), 253-258(1993)
[26] YANG, Y., CAO, D. Q., and WANG, D. Y. Investigation of dynamic characteristics of a rotor system with surface coatings. Mechanical Systems and Signal Processing, 84, 469-484(2017)
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