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2015•Journal of Northeast Normal UniversityRequires access

On special ruled surfaces in Minkowski 3-space

Liu Zuo-don

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Abstract

The ruled surfaces in Minkowski 3-space generated by the rectified Darboux vector fields along the non-lightlike curves are investigated.As result,we get that this special ruled surface is a developable surface.Moreover,some differential geometric properties are obtained in this paper.

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What this paper is about

The ruled surfaces in Minkowski 3-space generated by the rectified Darboux vector fields along the non-lightlike curves are investigated.As result,we get that this special ruled surface is a developable surface.Moreover,some differential geometric properties are obtained in this paper.

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Available abstract

The ruled surfaces in Minkowski 3-space generated by the rectified Darboux vector fields along the non-lightlike curves are investigated.As result,we get that this special ruled surface is a developable surface.Moreover,some differential geometric properties are obtained in this paper.

Key concepts: Minkowski space, Ruled surface, Developable surface, Surface (topology), Space (punctuation), Mathematics, Differential (mechanical device), Mathematical analysis

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