[1]沈青著.稀薄气体动力学[M],2003:321.
[2]Mitsuya Y. Modified Reynolds Equation for Ultra-- thin Film Gas Lubrication Using 1. 5 -- Order Slip Flow Model and Considering Surface Accommoda- tion Coefficient [J]. Journal of Tribology, 1993, 115:289-294.
[3]Beskok A, Karniadakis G E. A Model for Flows in Channels, Pipes and Ducts at Micro and Nano Seales[J]. Nanoscale and Microscale Thermophysi- cal Engineering, 1999, 3(1) :43-77.
[4]Wu L, Bogy D B. New First and Second Order Slip Models for the Compressible Reynolds Equations [J]. Journal of Tribology, 2003, 125:558-561.
[5]Shen S, Chen G, Robert M C,et al. A Kinetic-- theory Based on First Order Slip Boundary Condi- tion for Gas Flo[J]. Physics of Fluids, 2007, 19: 086101.
[6]Orr D J. Macro--scale Investigation of High Speed Gas Bearing for MEMS Devices[D]. Boston: Mas- sachusetts Institute of Technology, 2000.
[7]Piekos E S. Numerical Simulation of Gas--lubri- cated Journal Bearings for Microfabricated Machines [D]. Boston: Massachusetts Institute of Technolo- gy, 2000.
[8]Lee Y B, Kwak H D, Kim C H,et al. Numerical Prediction of Slip Flow Effect on Gas--lubricated Journal Bearings for MEMS/MST--based Micro-- rotating Machinery [J]. Tribology International, 2005, 38: 89-96.
[9]王婧[1],张力[1],徐宗俊[1].Power MEMS气体动压径向轴承承载能力的分析[J].重庆大学学报:自然科学版,2005,28(2):5-7.
[10]黄海[1],孟光[1],赵三星[2].二阶滑移边界对微型气浮轴承稳态性能的影响[J].力学学报,2006,38(5):668-673.
[11]周健斌[1],孟光[1],张文明[1].微机电系统径向气体轴承特性研究[J].振动与冲击,2007,26(9):30-33.
[12]张海军[1,2],祝长生[1],杨琴[2].基于稀薄效应的微气体径向轴承稳态性能[J].力学学报,2009(6):941-946. |