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Theoretical Calculation and Simulation Analysis of Axial Static Stiffness of Double-Nut Ball Screw with Heavy Load and High Precision

机译:重载高精度双螺母螺杆轴向静态刚度的理论计算与仿真分析

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摘要

Double-nut ball screws bear the action of bidirectional pretightening force, leading to the deformation of the contact area between the ball and the raceway. Under this condition, it is important to analyze and calculate the static stiffness of the ball screw. However, the conventional calculation method is inaccurate. Hence, a new method for the static stiffness analysis of a double-nut ball screw is proposed. Through the structural analysis of the ball screw and internal load distribution, a load deformation model was established based on the Hertzian contact theory. Through the load analysis of the ball screw, a static stiffness model of the ball screw was established and applied to a case study and a finite element simulation. The rigidity of THK double-nut ball screws used in the X-axis feed system of a high-stiffness heavy-duty friction stir welding robot (developed by the research group) was calculated. When the workload was lower than 1.1 x 10(4) N, the slope of the double-nut static stiffness curve increased significantly with the increase in the workload, and when the workload was greater than 1.1 x 10(4) N, its upward slope tended to stabilize. The simulated and experimental stiffness curves were in good agreement; when the external axial load was greater than 2.8 x 10(4) N, the stiffness value calculated using the finite element method gradually converged to the theoretical value; and when the axial load reached 3.0 x 10(4) N, the simulation and test curves matched well. The analysis method of the double-nut ball screw was found to be concise and accurate, and the stiffness curves calculated using the two methods were consistent. The simulation analysis of the static stiffness presented herein is expected to aid the design of double-nut ball screws of high-rigidity heavy-duty equipment.
机译:双螺母滚珠丝杠承受双向性能的力量,导致球与滚道之间的接触面积变形。在这种情况下,重要的是分析和计算滚珠丝杠的静态刚度。然而,传统的计算方法是不准确的。因此,提出了一种新的双螺杆静态分析方法的新方法。通过对滚珠丝杠和内部载荷分布的结构分析,基于赫斯氏接触理论建立了负载变形模型。通过滚珠丝杠的负荷分析,建立了滚珠丝杠的静态刚度模型,并应用于案例研究和有限元模拟。计算在高刚度重型摩擦搅拌机器人(由研究组开发)的X轴馈电系统中使用的THK双螺母螺杆的刚性。当工作负载低于1.1×10(4)n时,随着工作量的增加,双螺母静态刚度曲线的斜率显着增加,并且当工作负载大于1.1 x 10(4)n时,其向上斜坡倾向于稳定。模拟和实验刚度曲线非常一致;当外部轴向载荷大于2.8×10(4)n时,使用有限元方法计算的刚度值逐渐融合到理论值;当轴向载荷达到3.0×10(4)n时,仿真和测试曲线匹配井。发现双螺杆螺杆的分析方法简洁且准确,并且使用两种方法计算的刚度曲线是一致的。预计本文呈现的静刚度的模拟分析有助于设计高刚性重型设备的双螺母滚珠丝杠。

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  • 来源
    《Mathematical Problems in Engineering》 |2019年第14期|9608794.1-9608794.11|共11页
  • 作者单位

    Chinese Acad Sci Shenyang Inst Automat State Key Lab Robot Shenyang Liaoning Peoples R China|Chinese Acad Sci Inst Robot & Intelligent Mfg Shenyang Liaoning Peoples R China;

    Chinese Acad Sci Shenyang Inst Automat State Key Lab Robot Shenyang Liaoning Peoples R China|Chinese Acad Sci Inst Robot & Intelligent Mfg Shenyang Liaoning Peoples R China;

    Chinese Acad Sci Shenyang Inst Automat State Key Lab Robot Shenyang Liaoning Peoples R China|Chinese Acad Sci Inst Robot & Intelligent Mfg Shenyang Liaoning Peoples R China;

    Shenyang Ligong Univ Sch Mech Engn Shenyang Liaoning Peoples R China;

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