Study on the Motion Characteristics of two-ball Hysteretic Pendulum

C. Shan, Yi-duo Bian, Xiaozong Dou, Lun Zhao, Li Zhao, Yao Zhang
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Abstract

The hysteresis pendulum is that two or more pendulum balls are connected in series at the midpoint of the motor rotation axis, rotated under the action of the motor, and when they are stable, each pendulum ball moves in a uniform circumference in its own horizontal plane. The latter pendulum ball lags the former pendulum ball by π phases. The main factors that affect the stable motion of hysteretic pendulum are the mass of pendulum ball and cycloid length. Therefore, the study on the stability of hysteretic pendulum is a complex nonlinear problem. Firstly, mathematical modeling and analysis are carried out on the hysteretic pendulum, and then the control variable method is applied to study the influence of pendulum mass and cycloid length on the stability of the two pendulum balls. The experimental results are in good agreement with theoretical derivation, which provides a way of thinking for studying the motion law of multi-ball hysteretic pendulum.
双球滞回摆运动特性研究
滞回摆是将两个或两个以上的摆球串联在电机旋转轴的中点,在电机的作用下旋转,当它们稳定时,每个摆球在自己的水平面内作匀速圆周运动。后一个摆球比前一个摆球落后π相位。影响滞回摆稳定运动的主要因素是摆球质量和摆线长度。因此,对滞回摆稳定性的研究是一个复杂的非线性问题。首先对滞回摆进行数学建模和分析,然后采用控制变量法研究了摆质量和摆线长度对两个摆球稳定性的影响。实验结果与理论推导吻合较好,为研究多球滞回摆的运动规律提供了一种思路。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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