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通过对湍流润滑非稳态Reynolds方程进行数值求解研究室水润滑导轴承动力特性系数,在此基础上将轴承-转子系统进行适当简化建立相应运动微分方程.依据该方程对轴承的稳定性进行了计算分析,给出了稳定性条件,分析了产生润滑模失稳的原因,并针对轴承设计上的不足之处提出了相应的改进建议.
Through the numerical solution of the unsteady Reynolds equation of turbulent lubrication, the dynamic characteristic coefficient of the water-lubricated guide bearing was studied. On this basis, the bearing-rotor system was simply simplified and corresponding differential equations of motion were established. Based on this equation, the stability of the bearing is calculated and analyzed, the stability conditions are given, the reasons for the instability of the lubrication die are analyzed, and the corresponding suggestions for improving the bearing design are put forward.