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本文以Bobillier作图法为基础,讨论了曲率中心线b和汇交线g的关系;根据点齿代換法原理,引伸出摆线啮合“四线共点”法则,提出了求解摆线齿廓与其(第一)共轭曲线的曲率和曲率干涉问题的简便新方法。最后列举了几个应用例题。
Based on the Bobillier plotting method, the relationship between the centerline b of the curvature and g is discussed. According to the principle of point-tooth substitution, the principle of “four-line common point” A New and Convenient Approach to the Curvature and Curvature Interference of Conjugate Curves with (the First) Conjugate Curves. Finally cited a few examples of applications.