This thesis studies the problems of geometric continuity about surfaces reconstruction in Reverse Engineering.
本文研究反向工程中曲面重构的几何连续性问题。
The process of constructing free-form surfaces in Reverse Engineering and compares the untouched and touched measure methods was alysed in this paper.
分析了逆向工程中自由曲面的反求过程，对接触式和非接触式测量方法进行了比较。
Conducted in-depth exploration and research of reverse engineering for the reconstruction of complex surfaces, provides a good idea for the similar parts of complex surface modeling.
通过实验对逆向工程技术应用于复杂型面的三维数模重构进行了深入的探索和研究，为类似复杂型面零件的造型提供了很好的思路。
One of the key research issues in Reverse Engineering is about the geometric modeling restruction of parts with complex surfaces.
复杂曲面零件的几何模型重构是反求工程的研究重点之一。
A simple topology model is presented to represent complex topology structure of free form surfaces to compose arbitrary object for reverse engineering.
首先给出能够表示任意多个自由曲面拓扑结构的描述，该模型可用于表示反求工程中的任意物体。
This algorithm has potential significance in fairing of surfaces and reverse engineering and hogging huge blades.
还说明了本算法在曲面光顺和逆工程中的意义以及算法推广后在曲面荒加工中的应用。
The 3D reconstruction of free-form surfaces has been widely used in the fields of reverse engineering and virtual reality.
自由曲面三维重构技术在反求工程、虚拟现实等领域具有广泛的应用价值。
Triangular mesh surfaces are widely utilized in reverse engineering.
在逆向工程中，三角网格模型被广泛应用。
Triangular mesh surfaces are widely utilized in reverse engineering.
在逆向工程中，三角网格模型被广泛应用。
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