Yazar "Kose, O." için listeleme
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Kinematic differential geometry of a rigid body in spatial motion using dual vector calculus: Part-I
Kose, O. (Elsevier Science Inc, 2006)In the present paper, the geometrical properties of a line trajectory in spatial motion are researched by using dual vector calculus. The invariants of a line trajectory generated by spatial motion are represented by that ... -
Kinematic differential geometry of a rigid body in spatial motion using dual vector calculus: Part-II
Kose, O.; Sarioglu, C. C.; Karabey, B.; Karakilic, I. (Elsevier Science Inc, 2006)In the present paper, partially based on Part I of this paper, the special points; inflection points, acceleration centers and the points with the zero tangential components, which we call Bresse complexes, of the dual ...