利用成像处理技术实现用橡皮筋连接的球体滚动运动的可视化

Yue Yin, Jiabin Liu, Xi Ye, Wei Pan
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摘要

传统的物理实验室采用光栅和偏振光来测量固定系统中的旋转运动,但它们并不适用于滚动物体。计算机视觉在图像分析中发挥着越来越重要的作用。移动电话、照相机和计算机的普及使得在物理实验室中以简单而非侵入性的方式测量物体的旋转成为可能。"跟踪器 "已被用于通过识别标记的位置来分析大型物体(如汽车车轮)的旋转运动。然而,要在物理实验室中通过简单的算法精确识别小物体上的标记仍具有挑战性。在本文中,我们引入了一种简便的图像处理技术,通过在球体上标记两个红色和绿色的半球来可视化球体的旋转和自旋运动。通过推导投影基本公式,分析了自旋角与半球投影面积的关系。通过与光栅测量技术的比较,证明了图像处理技术的精确性和适用性。图像处理技术还被用于分析用橡皮筋粘合的两个球体的旋转和自旋运动。它不仅提供了球心的运动轨迹,还提供了球的自旋角、轨道直径和轨道角的演变。通过分析自旋角和轨道直径之间的关系,可以清楚地看到橡皮筋经历了扭转、螺旋和超螺旋三种不同阶段的典型转变,直至能量耗尽。该方法为旋转动力学提供了宝贵的见解,展示了其在物理实验室和教育环境中的实际应用潜力。
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Visualizing the rolling motion of spheres connected with rubber band by imaging processing technique
Traditional physics laboratory adopted photogate and polarized light to measure the rotation motion in a fixed system, but they are not applicable to the rolling objects. Computer vision has played increasing important role in image analysis. The popularization of mobile-phones, cameras, and computers makes it possible to measure the rotation of an object in a simple but nonintrusive way in physics lab. "Tracker" has been used to analyze the rotation motion of large object, such as vehicle wheels, through recognizing the position of marker. However, it is still challenging to precise recognize the marker in small object via simple algorithms in physics lab. In this paper, we introduced a facile image processing technique to visualize the rotation and spin motion of spheres through marking it with two red- and green- semi-spheres. The basic formula of projection was derived to analyze the expression of spin angles with projection area of semisphere. The precision and suitability of the image processing technique was proved to be effective through comparison with the photogate-measure technique. The image processing technique has also been used to analyze the rotation and spin motion of two spheres bonded with rubber band. It provides not only the trajectory of sphere centers, but the evolution of spin angle, orbit diameter and orbit angle of spheres. By analyzing the relationship between spin angles and orbit diameter, it is clear that the rubber band experienced typical transformations between three different phases, twist, helix and superhelix, until the energy was exhausted. The method offers valuable insights into rotational dynamics, showcasing its potential for practical applications in physics lab and educational contexts.
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