FRENET VECTORS AND GEODESIC CURVATURES OF SPHERIC INDICATORS OF SALKOWSKI CURVE IN  E3

Sumeyye Gur; Suleyman Senyurt

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FRENET VECTORS AND GEODESIC CURVATURES OF SPHERIC INDICATORS OF SALKOWSKI CURVE IN E3

机译：E3中Salkowski曲线的Frenet向量和球形指标的测地曲率

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摘要

In this paper, the spherical indicatrix curves of Salkowski curve the Frenet vectors of this curve and the relations between the derivatives of these vectors are calculated. Also, arc lenght of spherical indicatrix curves and their geodesic curvetures to E3 and S2 are found.

机译：在本文中，计算了Salkowski曲线的球面曲线，该曲线的Frenet向量以及这些向量的导数之间的关系。此外，还发现了球状曲线的弧长及其到E3和S2的测地曲线。

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《Hadronic Journal》 |2010年第5期|p.485-512|共28页
作者
Sumeyye Gur; Suleyman Senyurt;
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Department of Mathematics Science and Art Faculty Ordu University, Ordu, Turkey;

Department of Mathematics Science and Art Faculty Ordu University, Ordu, Turkey;

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FRENET VECTORS AND GEODESIC CURVATURES OF SPHERIC INDICATORS OF SALKOWSKI CURVE IN E3

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