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Geometric Properties of Special Spacelike Curves in Three-Dimension Minkowski Space-Time

机译:三维Minkowski时空中特殊类空曲线的几何性质

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摘要

In this paper, we introduce a special spacelike Smarandache curves reference to the Bishop frame of a regular spacelike curve in Minkowski 3-space . From that point, we investigate the Frenet invariants of a special case in and we obtain some properties of these curves when the base curve is contained in a plane. Lastly, we shall give two examples to illustrate these curves.
机译:在本文中,我们介绍了一种特殊的类空Smarandache曲线,它参考了Minkowski 3空间中正则类空曲线的Bishop框架。从这一点出发,我们研究了特例的Frenet不变量,并在基准曲线包含在平面中时获得了这些曲线的某些特性。最后,我们将给出两个示例来说明这些曲线。

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