TY - GEN
T1 - Influencing factors on dynamic response of hydrostatic guideways
AU - Wang, Zhiwei
AU - Zhao, Wanhua
AU - Lu, Bingheng
PY - 2012
Y1 - 2012
N2 - Stiffness and damping of hydrostatic guideways are calculated by small perturbation method based on Reynolds equation in dynamic regime. The hydrostatic guideway is considered as a system which consists of the mass, the spring and the damper. The effects of some main parameters on stiffness, damping and damping ratio are analyzed which include the supply pressure, the film thickness, the pad dimension, the pressure ratio, the lubricating oil volume and the lubricating oil viscosity. The relationships between the settling time of the hydrostatic guideways and these parameters are investigated under a step load. It is shown that the slide block returns to equilibrium without overshooting under a step load, and the amplitude of the block vibration has not a maximum value under a cyclic load, due to the large damping effect(ξ > 1). In addition, the settling time can be shorten with the increase of the supply pressure, the film thickness and the lubricating oil volume, and also with the decrease of the pressure ratio and the lubricating oil viscosity. The settling time get the shortest value when recess parameter(α?) is 0.55.
AB - Stiffness and damping of hydrostatic guideways are calculated by small perturbation method based on Reynolds equation in dynamic regime. The hydrostatic guideway is considered as a system which consists of the mass, the spring and the damper. The effects of some main parameters on stiffness, damping and damping ratio are analyzed which include the supply pressure, the film thickness, the pad dimension, the pressure ratio, the lubricating oil volume and the lubricating oil viscosity. The relationships between the settling time of the hydrostatic guideways and these parameters are investigated under a step load. It is shown that the slide block returns to equilibrium without overshooting under a step load, and the amplitude of the block vibration has not a maximum value under a cyclic load, due to the large damping effect(ξ > 1). In addition, the settling time can be shorten with the increase of the supply pressure, the film thickness and the lubricating oil volume, and also with the decrease of the pressure ratio and the lubricating oil viscosity. The settling time get the shortest value when recess parameter(α?) is 0.55.
KW - Dynamic response
KW - Hydrostatic guideways
KW - Reynolds equation
KW - Settling time
KW - Small perturbation method
UR - https://www.scopus.com/pages/publications/84863290811
U2 - 10.4028/www.scientific.net/AMR.418-420.2095
DO - 10.4028/www.scientific.net/AMR.418-420.2095
M3 - 会议稿件
AN - SCOPUS:84863290811
SN - 9783037853269
T3 - Advanced Materials Research
SP - 2095
EP - 2101
BT - Materials Processing Technology
T2 - 2nd International Conference on Advances in Materials and Manufacturing, ICAMMP 2011
Y2 - 16 December 2011 through 18 December 2011
ER -