Analysis and Application on the Optimum Restrictive Parameters of Open Hydrostatic Slideway

Open hydrostatic slideway has many advantages, that is, high moving precision, low power in friction, non-crawling and long working life. Near constant clearances of hydrostatic slideway may be obtained in a wide load range by applying new type variable restrictors, new static characteristic formulas and optimum restrictive parameters. Hydrostatic slideway has two characters. One is that the scope of external load is very large. Generally, the largest load is 2 to 6 times the smallest, the other is that the algebraic equation is a horizontal S shape curve, showing that the relation between slideway clearance and external load is a three exponents formula. The curve of the numerical values of this kind of three exponents formula just is the working curve when the hydrostatic slideway is moving, if one section is selected as the slideway work curve randomly without any analysis, the slideway clearance will be changed acutely along with the variation of external load. Selecting the optimum restrictive parameters and the beeline through two inflexions of the curve or tangent of the curve as the range of workload can ensure the minimal change of sliding clearance. Simultaneously, the hydrostatic sliding way has high beeline moving precision.

Analysis and Application on the Optimum Restrictive Parameters of Open Hydrostatic Slideway

Open hydrostatic slideway has many advantages, that is, high moving precision, low power in friction, non-crawling and long working life. Near constant clearances of hydrostatic slideway may be obtained in a wide load range by applying new type variable restrictors, new static characteristic formulas and optimum restrictive parameters. Hydrostatic slideway has two characters. One is that the scope of external load is very large. Generally, the largest load is 2 to 6 times the smallest, the other is that the algebraic equation is a horizontal S shape curve, showing that the relation between slideway clearance and external load is a three exponents formula. The curve of the numerical values of this kind of three exponents formula just is the working curve when the hydrostatic slideway is moving. If one section is selected as the slideway work curve randomly without any analysis, the slideway clearance will be changed acutely along with the variation of external load. Selecting the optimum restrictive parameters and the beeline through two inflexions of the curve or tangent of the curve as the range of workload can ensure the minimal change of sliding clearance. Simultaneously, the hydrostatic sliding way has high beeline moving precision [2] .