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Study of the Rolling Friction Coefficient between Dissimilar Materials through the Motion of a Conical Pendulum

机译:通过锥形摆的运动滚动摩擦系数的研究

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摘要

The rolling friction phenomenon is encountered in a wide range of applications and when two different materials are involved, quantitative characterization is necessary. The parameter to be determined is the coefficient of rolling friction, for whose estimation a methodology is proposed, based on the damped oscillation of a conical pendulum. The pure rolling contact between a sphere and a plane is obtained when a steel ball is the bob of the pendulum, which rolls on an inclined plate made from a second material from the contacting pair. The mathematical model of the motion of a conical pendulum constructed from a revolution body supported on an inclined plane in the presence of the rolling friction is developed. The dynamic equations of the rigid body with fixed point are applied and the differential equation of motion of the pendulum is obtained together with the expressions of the reaction forces in the contact point. For different pairs of materials, tests are performed on a laboratory device. The damped oscillatory motion of the conical pendulum is video-captured for the estimation of the angular amplitude variation. A program for image processing is developed for measuring the values of angular elongations from the analysis of each frame of the video and, finally, the coefficient of rolling friction is obtained. For all the materials tested, a linear decrease in angular amplitude is detected and the slope of angular amplitude can be considered as a characteristic parameter related to the coefficient of rolling friction between the two materials.
机译:在各种应用中遇到滚动摩擦现象,并且当涉及两种不同的材料时,需要定量表征。要确定的参数是基于锥形摆的阻尼振荡提出了一种方法的滚动摩擦系数。当钢球是摆锤的鲍勃时,可以获得球体和平面之间的纯滚动接触,该摆动轴承在由来自接触对由第二材料制成的倾斜板上滚动。开发了从支撑在轧制摩擦的存在上支撑在倾斜平面上的转速主体的锥形摆的运动的数学模型。施加具有固定点的刚体的动态方程,并且钟摆的运动的微分方程与接触点中的反作用力的表达一起获得。对于不同成对的材料,测试在实验室装置上进行。锥形摆的阻尼振荡运动是用于估计角振幅变化的视频捕获。开发用于图像处理的程序,用于测量从视频的每帧的分析测量角伸缩的值,最后,获得滚动摩擦系数。对于测试的所有材料,检测角度幅度的线性降低,并且角振幅的斜率可以被认为是与两种材料之间的滚动摩擦系数相关的特征参数。

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