Author/Authors
yılmaz, beyhan kahramanmaraş sütçü imam üniversitesi - fen edebiyat fakültesi - matematik bölümü, KAHRAMANMARAŞ, Turkey , has, aykut kahramanmaraş sütçü imam üniversitesi - fen edebiyat fakültesi - matematik bölümü, KAHRAMANMARAŞ, turkey
Title Of Article
Characterization of Some Special Curves in 𝐄^3𝟏
شماره ركورد
44912
Abstract
The planes which is spanned by {𝑇(𝑠),𝐵(𝑠)},{𝑁(𝑠),𝐵(𝑠)} and {𝑇(𝑠),𝑁(𝑠)} are known as the rectifying, normal and osculating plane, respectively. The curve 𝛼 is called rectifying, normal and osculating curve for which the position vector 𝛼 always lie in its rectifying, normal and osculating plane, respectively. It is also known that if all rectifying planes of a non-planar curve in 𝐸3 pass through a particular point, then the ratio of its torsion and curvature is a non-constant linear function. Rectifying, normal and osculating curves are studied many times in different spaces by many researchers. The aim of this paper is to characterize these curves from another point of view in Minkowski 3-space.
From Page
238
NaturalLanguageKeyword
Rectifying curve , Normal curve , Oskulating curve
JournalTitle
Erciyes University Journal Of The Institute Of Science and Technology
To Page
243
JournalTitle
Erciyes University Journal Of The Institute Of Science and Technology
Link To Document