So, the discrete analysis principle of conjugating surfaces to automatically analyze spatial cam surfaces is proposed in this thesis.
作者将廓面分析建立在共轭曲面理论基础上，提出凸轮廓面自动分析的离散解析原理。
Numerically controlled machining is the most common method for generating spatial CAM surfaces.
数控加工是获得空间凸轮廓面的最常用加工方法。
Through studying various types of rollers of a spatial CAM mechanism, the paper presented their unified mathematical expression models.
通过对空间凸轮机构各种从动件滚子的研究，给出了不同类型滚子的统一数学表达模型。
This method realizes the measure of the practical profile of the spatial CAM and establishes the mathematical model and error calculate method.
建立了数据处理的数学模型和误差计算方法，为空间凸轮廓面检测与误差计算提供了新方法。
A kind of simple and practical development method for entity modeling system of spatial CAM was provided; and can be easily mastered by ordinary technicians.
提供了一种简单实用的空间凸轮实体造型系统开发方法，容易为一般工程技术人员所掌握。
Because the spatial CAM sliding tooth precision transmission belongs to the spatial multi-tooth meshing transmission, the design and calculation are more complicated.
空间凸轮活齿精密传动属于空间多齿啮合传动，其设计计算较为复杂。
The CAM contour curves are reconstructed by NURBS, and a rapid reverse design method for spatial CAM follower motion specification via motion simulation is also studied.
利用NURBS实现了凸轮轮廓曲线的重构，并给出基于运动仿真实现迅速反求空间凸轮机构从动件运动规律的方法。
The CAM contour curves are reconstructed by NURBS, and a rapid reverse design method for spatial CAM follower motion specification via motion simulation is also studied.
利用NURBS实现了凸轮轮廓曲线的重构，并给出基于运动仿真实现迅速反求空间凸轮机构从动件运动规律的方法。
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