Analysis and experiment of controllability of magnetorheological fluids based on micro-pipeline
Yongqing SU, Yikuan SONG, Jiguang YUE
Analysis and experiment of controllability of magnetorheological fluids based on micro-pipeline
The controllability of the magneto-rheological fluid (MRF) flowing through a micro-pipeline is analyzed. The coupled formulas for MRF are deduced by analyzing the property of the flow field and magnetic field. Then, the relationship between the flow speed of MRF and the special shear stress under the effect of the magnetic field is founded. The model of the MRF and micro-pipeline is established by using multi-physics software of Comsol, the curve of V-A in an ideal condition is attained by modifying parameters, and by adding the boundary condition of the model. This paper provides a theoretical proof of the controllability of MRF flowing through the micro-pipeline and explores MRF’s application on the micro-drive and control field.
Magneto-rheological fluids (MRF) / micro-pipeline / coupled model / multi-physics simulation
[1] |
Zhou Yun, Tan Ping. Control Theory and Technology of Magnetorheological Dampers. Beijing: Science Press
|
[2] |
Su Yongqing, Yue Jiguang. Analysis and research of model building of micro-actuator based on magnetorheological fluid. Journal of Functional Materials, 2006, 37(6): 997-998
|
[3] |
Si Hu, Li Xiaohong. Flow property for magnetorheological dampers. Journal of Functional Materials, 2006, 37(5): 831-832
|
[4] |
Liu Xiyun, Zhao Runxiang. Finite Element in the Boundary Element Method in the Fluid Mechanics. Shanghai: Shanghai Jiaotong University Press
|
[5] |
Jin Yun, Tang Xinglu, Wang Xiaojie, Zhang Peiqiang, Chen Zhuyao. Research the method of measure MRF’s flow property through the pipeline. Journal of Experiment Mechanics, 1998, 13(2): 168-173
|
[6] |
Zhou Ganglu, Jin Yun, Zhang Peiqiang. Experimental research on the flow behavior of magnet reological fluids in fixed magnetrode configuration. Journal of University of Science and Technology of China, 2000, 30(1): 46-50
|
/
〈 | 〉 |