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The Principal Curvatures of A Kind of Weingarten Surfaces

机译:一类Weingarten曲面的主曲率

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In this paper, we mainly discuss a new kind of Weingarten surfaces. Firstly, we introduce the construction of this kind of surfaces. Then we study the properties of the principal curvatures of them and obtain a differential relationship between them. Thirdly, we investigate the existence of this kind of W-surface of which the principal curvatures satisfy a differential relationship. At last, we present two examples of the kind of W-surface.
机译:在本文中,我们主要讨论一种新型的Weingarten曲面。首先,我们介绍这种表面的构造。然后,研究它们的主曲率的性质,并获得它们之间的微分关系。第三,我们研究了这种W曲面的存在,其主曲率满足微分关系。最后,我们给出两个有关W曲面的示例。

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