Yazar "Senyurt, Suleyman" için Eğitim Bilimleri Fakültesi / Faculty of Education listeleme
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An Examination of Perpendicular Intersections of Bfrs And Mfrs In E-3
Kilicoglu, Seyda; Senyurt, Suleyman (2018)We already have defined and found the parametric equations of Frenet ruled surfaces which are called Bertrandian Frenet Ruled Surfaces (BFRS) and Mannheim Frenet Ruled Surfaces (MFRS) of a curve a, in terms of the Frenet ... -
An Examination on Helix as Involute, Bertrand Mate and Mannheim Partner of Any Curve Alpha in E-3
Senyurt, Suleyman; Kilicoglu, Seyda (2017)In this study we consider three offset curves of a curve a such as the involute curve alpha*, Bertrand mate alpha(1) and Mannheim partner alpha(2). We examined and find the conditions of Frenet apparatus of any curve alpha ... -
On the Differential Geometric Elements of the Involute D-Scroll in E3
Senyurt, Suleyman; Kilicoglu, Seyda (2015)Deriving curves based on the other curves is a subject in geometry. Involute-evolute curves, Bertrand curves are this kind of curves. By using the similiar method we produce a new ruled surface based on the other ruled ... -
On the Involute of the Cubic Bezier Curve By Using Matrix Representation in E-3
Kilicoglu, Seyda; Senyurt, Suleyman (2020)In this study we have examined, involute of the cubic Bezier curve based on the control points with matrix form in E-3. Frenet vector fields and also curvatures of involute of the cubic Bezier curve are examined based on ... -
On The Matrix Representation Of 5th Order Bezier Curve And Its Derivatives In E-3
Kilicoglu, Seyda; Senyurt, Suleyman (2022)Using the matrix representation form, the first, second, third, fourth, and fifth derivatives of 5th order Bezier curves are examined based on the control points in E-3. In addition to this, each derivative of 5th order ... -
On the Matrix Representation of Bezier Curves and Derivatives in E3
Kilicoglu, Seyda; Senyurt, Suleyman (2023)In this study we have examined, the coefficient matrix of a cubic, 4th order and nth order Bezier curves using combinations as the elements to get a pattern. Also their first, second, third derivativies are examined based ... -
ON THE SECOND ORDER INVOLUTE CURVES IN E-3
Kilicoglu, Seyda; Senyurt, Suleyman (2017)In this study we worked on the involute of involute curve of curve alpha. We called them the second order involute of curve alpha in E-3. All Frenet apparatus of the second order involute of curve alpha are examined in ...