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Curvature Analysis of Conjugate Surfaces via a Tensor Approach

机译:通过张量法分析共轭曲面的曲率

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摘要

A novel invariant approach is proposed for derivation of curvature relationship between conjugate surfaces of line contact.Unlike other approaches found in the literature,tensor analysis is applied to the derivation process in which rigid-body motion is represented by rotation tensor and the local geometry of surface is expressed by curvature tensor,and the final result is given in a clear and compact form.An example of helical gear is provided to illustrate the application of the proposed approach.
机译:提出了一种新颖的不变方法来推导线接触的共轭面之间的曲率关系。与文献中发现的其他方法不同,张量分析应用于以旋转张量和局部几何形状表示刚体运动的推导过程。以曲率张量表示曲面,并以清晰紧凑的形式给出最终结果。以斜齿轮为例,说明了该方法的应用。

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