摘要(英) |
Due to the increasing demand for quality of life, global warming and weather anomalies are becoming more and more serious, people′s demand for air conditioning has increased significantly, while the tolerance of vibration noise has become relatively harsh, rotary compressor with crankshaft mechanism to make its compressor small size and simple processing advantages, so it is widely used. The internal structure of the rotary compressor is caused by the movement imbalance and vibration of the structure under the action of the eccentric mass of the crankshaft and the variable load of the gas. In addition to improving the performance of the machine, it is necessary to improve the problem of vibration noise, so it is necessary to study how to suppress the vibration of the compressor. Particle is a passive and nonlinear energy dissipation damping. Its advantages include high temperature resistance in harsh environment, and few modifications to the original structure. It often used to improve processing quality and vibration noise problems. The concept design of Tuned Particle Damper (TPD) is proposed, combining the advantages of Main Counterweight and Damping Particles used to correct the vibration of rotary compressors. Through the centrifugal force generated by the crankshaft of rotary compressors and the characteristics of the particles easily attached to the cavity wall, a damper that can be filled with different proportions of particles in different chambers is designed to achieve both the dual effect of counterweight and vibration suppression. In addition, two-way coupling dynamic analysis with TPD compressors is also performed through the Discrete Element Method (DEM) and Multi-body Dynamics (MBD). In order to understand the vibration suppression performance of TPD, the dynamic characteristics of the compressor are discussed in view of the particle size, particle shape, friction coefficient and recovery coefficient. And obtains the best design parameters through particle rheological effects and energy consumption analysis. Finally, it evaluate the TPD vibration suppression effect from the rotor observation point of the motion. |
參考文獻 |
[1]P.K. Katare and V.M. Kriplani, “Decade Developments of
Rotary Compressor,” Int.J. Eng. Technol.Vol. 2, Paper
No. 12, 2012.
[2]K. Imaichi, M. Fukushima, S. Muramatsu, and N. Ishii,
“Vibration Analysis of Rotary Compressors,”
International Compressor Engineering Conference, Paper
No. 407, 1982.
[3]J. Ormondroyd and J. P. Den Hartog, “Theory of the
dynamic vibration absorber,” Trans. ASME 50 1928 9–22.
[4]Soto, Mariantonieta Gutierrez, and Hojjat Adeli, “Tuned
mass dampers,” Arch. Comput. Methods Eng. 20 (4) 2013
419–431.
[5]P. Veeramuthuvel, K.K. Sairajan, and K. Shankar,
“Vibration suppression of printed circuit boards using
an external particle damper,” J. Sound Vib. 366 2016 98
–116.
[6]S. Devaraj, D. Shivalingappa, R.S. Jangaler, and
Channankaiah, “Surface quality enrichment using fine
particle impact damper in boring operations,” Int. J.
Res.Eng. Technol. 3 2014 531–535.
[7]Zhaowang Xia, Xiandong Liu, and Yingchun Shan,
“Application of particle damping for vibration
attenuation in brake drum,” Int. J. Veh. Noise Vib. 7
(2) 2011 178–194.
[8]Michael Yichung Yang, “Development of master design
curves for particle impact dampers,” The Pennsylvania
State University, 2003.
[9]Martín Sánchez and Luis A. Pugnaloni, “Effective mass
overshoot in single degree of freedom mechanical
systems with a particle damper,” J. Sound Vib. 330 (24)
2011 5812–5819.
[10]Clara Salueña, Thorsten Pöschel, and Sergei E. Esipov,
“Dissipative properties of vibrated granular materials
, ” Phys. Rev. E 59 (4) 1999 4422.
[11]Peter Eshuis et al., “Granular Leidenfrost effect:
experiment and theory of floating particle clusters,”
Phys. Rev. Lett. 95 (25) 2005 258001.
[12]H.V. Panossian, “Non-obstructive impact damping
applications for cryogenic environments,” Proceedings
of Damping 89 1989.
[13]Tianning Chen et al., “Dissipation mechanisms of non-
obstructive particle damping using discrete element
method,” in: SPIE’s 8th Annual International Symposium
on Smart Structures and Materials, International
Society for Optics and Photonics, 2001.
[14]Xian-Ming Bai et al., “Investigation of particle
damping mechanism via particle dynamics simulations,”
Granular Matter 11 (6) 2009 417–429.
[15]W. Liu, G.R. Tomlinson, and J.A. Rongong, “The dynamic
characterisation of disk geometry particle dampers,”
J. Sound Vib. 280 (3) 2005 849–861.
[16]Y. C. Park, “Transient Analysis of a Variable Speed
Rotary Compressor,” Energy Conversion and Management,
Vol. 51, pp. 277-287, 2010.
[17]Rúbia M. Bosse and André Teófilo Beck, “Simplified
Finite Elements model to represent Mass-Spring
structures in dynamic simulation,” Proceedings of the
joint ICVRAM ISUMA UNCERTAINTIES conference
Florianópolis, SC, Brazil, April 8-11, 2018.
[18]Yang, D.C.H., and Z.S., Sun, “A Rotary Model for Spur
Gear Dynamics,” ASME Journal of Mechanisms,
Transmissions and Automation in Design, Vol.107, 1985,
pp529-535.
[19]Saeki M., “Analytical study of multi-particle damping,
” J. Sou. Vib. 281,1133 (2005).
[20]Japan Society of Mechanical Engineers, JSME Mechanical
Engineer’s Handbook, Maruzen, Tokyo, 1990.
[21]I-Cheng Wang, Yu-Ren Wu, and Yiin-Kuen Fuh, “Vibration
prediction and experimental validation of a rotary
compressor based on multi-body dynamics,” National
Central University, 2019.
[22]Kai Zhang, Yanhui Xi, Tianning Chen, and Zhihao Ma,
“Experimentalstudies of tuned particle damper: design
and characterization,” Mech Syst Signal Process 2018;
99: 219–228.
[23]G. Ferrarisa, M. A. Andrianoelya, A. Berliozb, and R.
Dufoura, “Influence of cylinder pressure on the
balancing ofa rotary compressor,” J. Sou. Vib. 292
2006 899–910. |