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Structural stability estimation of whirling unit 被引量:2

Structural stability estimation of whirling unit
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摘要 Whirling is a cutting process in which a series of cutting edges on whirling ring remove material by turning over a rotating workpiece. In this study static and dynamic stability of whirling unit was estimated by using ADAMS and NASTRAN softwares. Each maximum force acting on the bearing attached to the spindle assembly and the cutting tool attached to the whirling ring with the rotating speed of 6 000 r/min was 235 N and 902 N respectively. The maximum stress of 0.74 MPa on the base frame is far smaller than the yield strength of 282 MPa. The calculated natural frequency of 148 Hz of the system is far from the frequency of the driving speed of 6 000 r/min. The experimentally obtained maximum cutting force of 792 N is smaller than that of calculated value. And the experimentally obtained natural frequency of 118 Hz is beyond the driving speed of 6000 r/min. From above results it can be judged that the whirling system is statically and dynamically stable. Whirling is a cutting process in which a series of cutting edges on whirling ring remove material by turning over a rotating workpiece. In this study static and dynamic stability of whirling unit was estimated by using ADAMS and NASTRAN softwares. Each maximum force acting on the bearing attached to the spindle assembly and the cutting tool attached to the whirling ring with the rotating speed of 6 000 r/min was 235 N and 902 N respectively. The maximum stress of 0.74 MPa on the base frame is far smaller than the yield strength of 282 MPa. The calculated natural frequency of 148 Hz of the system is far from the frequency of the driving speed of 6 000 r/min. The experimentally obtained maximum cutting force of 792 N is smaller than that of calculated value. And the experimentally obtained natural frequency of 118 Hz is beyond the driving speed of 6 000 r/min. From above results it can be judged that the whirling system is statically and dynamically stable.
出处 《中国有色金属学会会刊:英文版》 CSCD 2009年第B09期202-208,共7页 Transactions of Nonferrous Metals Society of China
关键词 旋转工件 稳定性评价 NASTRAN软件 动态稳定性 结构 单元 固有频率 行车速度 Whirling unit structural stability estimation ADAMS software NASTRAN software mode shape measurement
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  • 1KO D C, LEE J M, KIM B M. Development of form rolling technology for high precision worm using the rack dies of counter flow type [J]. Journal of the Korean Soc Precision Eng, 2004, 21: 57-64.
  • 2LEE J K, YANG W C, SON J S, HAN H D, KIM H S. A study on performance improvement of whirling machines [J]. Journal of the Korean Soc Meeh Eng, 2005, 29:1416 -1429.
  • 3MALKIN S. Grinding technology [M]. Chichester: Ellis Horwood Limited, 1989: 5-116.
  • 4SON J H, PARK C W, KIM S I, JUNG H C, HAN C W, LEE Y M. Cutting force analysis in whirling process [C]//International Conference on Advanced Materials, Development and Performance. 2008: 131-137.
  • 5SHETH D S, MALKIN S. CAD/CAM for geometry and process analysis of helical groove machining [J]. Annals of CIRP, 1990, 39(1): 129-132.
  • 6MOHAN L V, SHUNGMUGAM M S. Simulation of whirling process and tool profiling for machining of worm [J]. Joumal of Materials Processing Technology, 2007, 185:191- 197.
  • 7LITVIN F L, NAVA A, FAN Q, FUENTES A. New geometry of face worm gear drives with conical and cylindrical worms; generation, simulation of meshing, and stress analysis [J]. Computer Methods in Applied Mechanics and Engineering, 2002, 191 : 2035-3054.
  • 8SU D, QIN D. Integration of numerical analysis, virtual simulation and finite element analysis for the optimum design of worm gearing [J]. Journal of Materials Processing Technology, 2003, 138: 429-435.
  • 9SIMON V. Stress analysis in worm gears with ground concave worm profile [J]. Mechanism and Machine Theory, 1996, 31 : 1121 -1130.
  • 10COCHARAN W G. Approximate Significance level of the behrens-Fisher test [J]. Biometrics, 1964, 20:191-195.

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