用双环齿轮驱动机器人的完整数学模型

Brahim Fernini
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引用次数: 0

摘要

工业机器人通常使用行星齿轮系统来获得高关节扭矩;因此,等间距行星齿轮数量的旋转惯性对机器人动态行为的影响非常重要。本文的主要目的是在行星载体固定的情况下,建立由(n)个等间距行星齿轮驱动的机器人的动态模型,目前还没有关于该动态模型的封闭解的报道,并比较由(n+1)个和(n)个等间距行星齿轮驱动的机器人在相同轨迹规划下的动态行为。作者为手持外部质量的 2-R 机械手的肘部下压推导出了明确的动态模型。最后,通过 SolidWorks 对同一机械手进行建模并使用高级仿真,验证了所获得的动态建模仿真结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A complete mathematical modelling of robots actuated by epicyclic-gear
The industrial robots often use planetary gear system to have high joint torques; therefore, the influence of the rotary inertia of the number of the equally spaced planet-gears on the dynamical behavior of the robot is very important. The main objective of this paper is to develop the dynamic modeling of robot actuated by (n) equally spaced planet-gears in the case where the planet-carrier is fixed, no closed solution has been reported for this dynamic modeling, and to compare between the dynamic behavior of robot actuated by (n+1) and (n) equally spaced planet-gears for a same trajectory planning. The authors derive the explicit dynamic model for an elbow down of 2-R manipulator holding an external mass. Finally, the obtained simulation results of the dynamic modeling are verified by modeling the same robot and using an advanced simulation via SolidWorks.
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