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On Ruled Surfaces Defined by Smarandache Curve

Download or Read eBook On Ruled Surfaces Defined by Smarandache Curve PDF written by Amine Yılmaz and published by Infinite Study. This book was released on with total page 9 pages. Available in PDF, EPUB and Kindle.
On Ruled Surfaces Defined by Smarandache Curve
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Book Synopsis On Ruled Surfaces Defined by Smarandache Curve by : Amine Yılmaz

Book excerpt: In the surfaces theory, it is well-known that a surface is called to be a ruled surface if it is generated by a continuously moving of a straight line in the space. Since a ruled surface is obtained by a line movement, its geometry has many nice properties and such surfaces have been studied by many authors, see: [4, 5, 6] and references therein. Ruled surfaces are also important subject in many applications. In particular, such surfaces have been used in computer aided engineering design (CAD) [7].


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In the surfaces theory, it is well-known that a surface is called to be a ruled surface if it is generated by a continuously moving of a straight line in the sp
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This study begins with the construction of type-Π Smarandache ruled surfaces, whose base curves are Smarandache curves derived by rotation-minimizing Darboux f
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