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Transversely pumped laser driven particle accelerator. [PDF]
Nutting T +3 more
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Sulfur(VI) Fluoride Exchange Chemistry in Polymer Functionalization: Post-Polymerization Modification, Interface Engineering, and Biopolymer Conjugation. [PDF]
Zhang X +6 more
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Involute-Evolute Curves with a Modified Orthogonal Frame in the Galilean Space G3
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A. Elsharkawy, Murat Turan, H. G. Bozok
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Evolution of Curves With Modified Orthogonal Frame in G3
International Journal of Geometric Methods in Modern PhysicsThis research investigates the dynamics of inextensible curve flows using a modified orthogonal frame within the context of three-dimensional Galilean space [Formula: see text]. The study begins with the formulation of a modified orthogonal frame, derived from torsion considerations in [Formula: see text].
Hulya Gun Bozok, Ayman Elsharkawy
exaly +3 more sources
Mannheim Curves With Modified Orthogonal Frame in Euclidean 3-Space
In this paper, we investigate Mannheim pairs, Frenet-Mannheim curves and Weakened Mannheim curves with respect to the modified orthogonal frame in Euclidean 3-space(E 3 ). We obtain some characterizations of these curves.
Murat Kemal Karacan
exaly +8 more sources
Spinors Corresponding to Modified Orthogonal Frames in Euclidean 3-Space
Theoretical and Mathematical Physics(Russian Federation)zbMATH Open Web Interface contents unavailable due to conflicting licenses.
A. Z. Azak, T. Erişir
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Adjoint Curve According to Modified Orthogonal Frame With Torsion in 3-Space
The main purpose in this study is to create the adjoint curve of a curve according to the modified orthogonal frame created by torsion in Euclidean and Minkowski 3-space. Besides, it is another purpose to reveal the relationships between the modified orthogonal frame of these curves.In this paper, firstly, the adjoint curve of a space curve in 3D ...
Semra Kaya Nurkan, Murat Arikan
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Mannheim Curves with Modified Orthogonal Frame in Galilean Space G3
UDC 514.75 We introduce admissible Mannheim partner curves according to a modified orthogonal frame in the 3-dimensional Galilean space $G_{3}.$ Moreover, we use a modified orthogonal frame according to torsion. Further, we analyze these partner curves with respect to the modified orthogonal frame by curvature and torsion and obtain some ...
Murat Turan, H. G. Bozok
semanticscholar +2 more sources

