In this paper, an approximate equation which expresses the relation between the friction torque of double-nut type ball screw,
Td, and the mean coefficient of friction, μ (μ=(μ
1+μ
2) / 2, μ
1 ; the coefficient of friction under the forward drive, μ
2 ; that under the back drive), is derived, and a method to evaluate the friction characteristic of double-nut type is proposed. The friction torque of double-nut type,
Td, is measured experimentally under the preload of 653, 1 307, 1 960 N, and the revolution speed range of 20-1 500 rpm, for each oil of # 83, # 56, # 32, at two conditions of oiling (flooded ; A and dropped ; B). It is clear from these results that the mean coefficient of friction, μ, is from 0.002 to 0.007 within the limits of these experiments, and the relationship between μ and dimensionless number, η
N/
Pm is not always linear. In addition, the effects are discussed of the kinematic viscosity of oil and the revolution speed of screw shaft, being found that
Td is sum of load term,
Td, and the speed term, T., the estimated formulae are obtained of
Td and
Ts at each condition of oiling A and B.
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