- Konuralp Journal of Mathematics
- Volume:9 Issue:1
- A New Approach for Inextensible Flows of Curves in Pseudo-Galilean Space $G_{3}^{1}$
A New Approach for Inextensible Flows of Curves in Pseudo-Galilean Space $G_{3}^{1}$
Authors : Hülya GÜN BOZOK
Pages : 19-23
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Publication Date : 2021-04-28
Article Type : Research Paper
Abstract :In this paper, inextensible flows of a spacelike curve on a ruled surface of type I in 3-dimensional pseudo-Galilean space $G_{3}^{1}$ are researched. Firstly inextensible flows of these curves according to Darboux frame are determined then necessary and sufficient conditions for inextensible flows of the curves are expressed as a partial differential equation involving the curvature with this frame in $G_{3}^{1}$.Keywords : Inextensible flows, Darboux frame, pseudo Galilean space