Performance Comparison of the Electro/Magneto-Rheological Elastomers for Vibration Reduction of Rotating Rotors

Authors

1 Department of Mechanical Engineering, Ferdowsi University of Mashhad

2 Professor, Department of Mechanical Engineering, Ferdowsi University of Mashhad, Mashhad, Iran.

3 Associate Professor, Department of Mechanical Engineering, Ferdowsi University of Mashhad, Mashhad, Iran.

Abstract

The objective of the current study is to investigate the application of smart Magneto/Electro-Rheological (MR/ER) elastomers in vibration suppression and extending the stability region of the rotors system. The rotor is modeled via finite element method based on the Rayleigh beam theory. Proposed model takes the rotary inertia, gyroscopic effects and internal damping of the shaft into account. The stiffness and damping of the elastomers are considered as functions of the applied electric or magnetic fields. The simulation results reveal that the use of MR/ER elastomer leads to down shifting of the critical speeds and a reduction in its corresponding vibration amplitude. Also, the stability limit speed of the system is improved. Simulation results revealed that MR elastomer supports are superior on ER elastomer supports in the vibration suppression and extending the stability region of the rotor system. Finally, to improve the stability of the rotor system to higher operating rotational speeds, an on-off control strategy is employed. The proposed novel idea can be effectively utilized for optimization of the vibration level and widening the stability regions of rotating systems.

Keywords

Main Subjects


[1] Yalcintas M, Dai H (1999) Magneto rheological and electro rheological materials in adaptive structures and their performance comparison. Smart Mater Struct 8: 560-573.
[2] Gawade SS, Jadhav AA (2012) A review on electro rheological (ER) fluids and its applications. Int J Eng Tech 1: 1-7.
[3] Stanway R, Sproston JL, El-Wahed AK (1996) Applications of electro-rheological fluids in vibration control: a survey. Smart Mater Struct 5: 464-482.
[4] Nikolajsen JL, Hoque MS (1990) An electro viscous damper for rotor applications. J Vib Acoust 112: 440-443.
[5] Yao Z, Meng G (1999) Vibration control of a rotor system by disk type electro rheological damper. Sound Vib 219: 175-188.
[6] Bauer J, Daniel GB (2011) Modeling and testing of an ERF vibration damper For Light Rotors with large amplitudes. 21st International Congress of Mechanical Engineering, October 24-28, Natal, Brazil.
[7] Lim S, Park S, Kim K (2005) AI vibration control of high-speed rotor systems using electro rheological fluid. Sound Vib 284: 685-703.
[8] Dimarogonas AD, Kollias A (1992) Electro-rheological fluid controlled Smart Journal Bearings. STLE Tribol T 35: 611-618.
[9] Guozhi Y, Fah YF, Guang M (2000) Electro-rheological multi-layer squeeze film damper and its application to vibration control of rotor system. J Vib Acoust 122: 7-11.
[10] Morishita S, Mitsui Y (1992) Controllable squeeze film damper an application of electro-rheological fluid. J Vib Acoust 114: 354-357.
[11] Tichy JA (1993) Behavior of a squeeze film damper with an electro-rheological fluid. STLE Tribol T 36: 127-133.
[12] Loumpasefski O, Tzifas I, Nikolakopoulos PG, Papadopoulos CA (2017) Dynamic analysis of rotor-bearing systems lubricated with electro rheological fluids. P I Mech Eng K-J Mul 232: 153-168.
[13] Zhu C (2001) Dynamics of a rotor supported on magneto-rheological fluid squeeze film damper. Chinese J Aeronaut 14: 7-12.
[14] Wang J, Meng G (2005) Study of vibration control of a rotor system using a magneto rheological fluid damper. J Vib Control 11: 263-276.
[15] Wang J, Meng G, Feng N, Hahn EJ (2005) Dynamic performance and control of squeeze mode MR fluid damper-rotor system. Smart Mater Struct 14: 529-539.
[16] Ghasemi AH, Ohadi AR, Ghaffari MH (2008) Vibration control of a rotor-bearing system with smart bearing using magneto rheological fluids. 15th International Congress on Sound and Vibration, Daejeon, Korea.
[17] Irannejad M, Ohadi A (2017) Vibration analysis of a rotor supported on magneto rheological squeeze film damper with short bearing approximation: A contrast between short and long bearing approximations. J Vib Control 23: 1792-1808.
[18] ZapomÄ›l J, Ferfecki P, Kozánek J (2017) Modelling of magneto rheological squeeze film dampers for vibration suppression of rigid rotors. Mech Sci 127: 191-197.
[19] Wei K, Bai Q, Meng G, Ye L (2.11) Vibration characteristics of electro rheological elastomer sandwich beams. Smart Mater Struct 20: 055012 (8pp).
[20] Zhou GY, Wang Q (2005) Magneto rheological elastomer-based smart sandwich beams with nonconductive skins. Smart Mater Struct 14: 1001-1009.
[21] Ladipo IL, Fadly JD, Faris WF (2016) Characterization of magneto rheological elastomer (MRE) engine mounts. Mater Today-Proc 3: 411-418.
[22] Behrooz M, Wang X, Gordaninejad F (2014) Modeling of a new semi-active/passive magneto rheological elastomer isolator. Smart Mater Struct 23: 045013 (7pp).
[23] Gao L, Zhao X (2007) Mechanical and electrical properties of hydrous electro rheological elastomers based on gelatin/glycerin/water hybrid. J Appl Polym Sci 104: 1738-1743.
[24] Yu M, Xing Z, Zheng X, Fu J, Choi SB (2015) Experimental investigation on the field-dependent properties of magneto rheological elastomer       with circular honeycomb holes. Smart Mater Struct 1: 1-5.
[25] Li WH, Zhou Y, Tian TF (2010) Viscoelastic properties of MR elastomers under harmonic loading. Rheol Acta 49: 733-740.
[26] Zhu G, Liu X (1996) Theory of viscoelasticity. 1st edn. The Press of the University of Science and Technology of China, Hefei.
[27] Liebich R, Scholz A, Wieschalla M (2012) Rotors supported by elastomer ring dampings:  Experimental and numerical investigations. 10th International Conference on Vibrations in Rotating Machinery, London.
[28] Alexander B (2005) Elastomer rings for vibration suppression in rotor dynamics: Theory, measurements and optimized design. Technische Universität Berlin.
[29] Zorzi ES, Nelson HD (1977) Finite element simulation of rotor-bearing systems with internal damping. J Eng Power-T ASME 99: 71-76.
[30] Han Q, Chu F (2015) Parametric instability of flexible rotor-bearing system under time-periodic base angular motions. Appl Math Model 39: 4511-4522.
[31] Das AS, Dutt JK, Ray K (2010) Active vibration control of unbalanced flexible rotor–shaft systems parametrically excited due to base motion. Appl Math Model 34: 2353-2369.
[32] Ozgiiven HN, Ozkan ZL (1984) Whirl speeds and unbalance response of multi bearing rotors using finite elements. J Vib Acoust 106: 72-79.
[33] Friswell M, Penny J, Garvey S, Lees A (2010) Dynamics of rotating machines. 1st edn. Cambridge University Press.
[34] Ku DM (1998) Finite element analysis of whirl speeds for rotor-bearing systems with internal damping. Mech Syst Signal Pr 12: 599-610.
[35] Kalita M, Kakoty SK (2004) Analysis of whirl speeds for rotor-bearing systems supported on  fluid film bearings. Mech Syst Signal Pr 18: 1369-1380.
[36] Bavastri CA, Ferreira ES, Espíndola JJ, Lopes EO (2008) Modeling of dynamic rotors with flexible bearings due to the use of viscoelastic materials. J Braz Soc Mech SCI 30: 22-29.
[37] Ribeiro EA, Pereira JT, Bavastri CA (2015) Passive vibration control in rotor dynamics: Optimization of composed support using viscoelastic materials. Sound Vib 351: 43-56.