Results 1 to 10 of about 10,295 (110)
Geometric and singularities insights of swept surfaces via the Bishop frame in Euclidean 3-Space. [PDF]
This study investigates the geometry and singular behavior of swept surfaces generated by the move of Bishop frame along a spatial curve in Euclidean 3-space. The surface is defined as the envelope of a family of unit spheres whose centers trace an axial
Fatemah Mofarreh +2 more
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This study investigates the geometry of osculating type-2 ruled surfaces in Minkowski 3-space E13, formulated through the Type-2 Bishop frame associated with a spacelike curve whose principal normal is timelike and binormal is spacelike.
Mohammed Messaoudi +4 more
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On the Resolution of the Acceleration Vector According to Bishop Frame
In the second half of the 19th century, Siacci investigated the motion of a particle in space under the influence of any forces (Atti R Accad Sci. Torino \textbf{14}(1879)).
Kahraman Esen Özen, Murat Tosun
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Some New Characterizations of The Harmonic and Harmonic 1-Type Curves in Euclidean 3-Space
A Laplace operator and harmonic curve have very important uses in various engineering science such as quantum mechanics, wave propagation, diffusion equation for heat, and fluid flow.
Samanci Hatice Kuşak +2 more
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On the Timelike Sweeping Surfaces and Singularities in Minkowski 3-Space E13
The Bishop frame or rotation minimizing frame (RMF) is an alternative approach to define a moving frame that is well defined even when the curve has vanished second derivative, and it has been widely used in the areas of computer graphics, engineering ...
Nadia Alluhaibi +2 more
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ASSOCIATED CURVES OF THE SPACELIKE CURVE VIA THE BISHOP FRAME OF TYPE-2 IN E₁³ [PDF]
The objective of the study in this paper is to define M₁,M₂-direction curves and M₁,M₂-donor curves of the spacelike curve γ via the Bishop frame of type-2 in E₁³. We obtained the necessary and sufficient conditions when the associated curves to be slant
Yasin Unluturk, Suha Yilmaz
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Characterizations of Framed Curves in Four-Dimensional Euclidean Space
Framed curves in Euclidean space are used to investigate singular curves and are important for singularity theory. In this study, framed curves in four-dimensional Euclidean space are introduced and new results are obtained. The relation of framed curves
Bahar Doğan Yazıcı +2 more
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In this paper, we define and investigate a special kind of ruled surfaces called type-2 Smarandache ruled surfaces related to the type-2 Bishop frame in E3.
Ibrahim Al-Dayel, E. M. Solouma
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The glass from Jerash/Gerasa (Polish excavations in 1982–1983) [PDF]
The glass finds presented in this article—the catalog encompasses 200 pieces constituting a representative selection of tableware, lamps and windowpanes—span a time from the 1st century through the 9th, corresponding to the Roman, Byzantine and early ...
Krystyna Gawlikowska
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Textological features of the Chronicle of John of Nikiu [PDF]
In the frame of the present research the text of the Chronicle of John of Nikiu’s translation in Geez is considered on the base of its textological features.
Ekaterina Gusarova
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