Browsing by Author "Duldul, M"

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The generalization of Holditch theorem for closed space curves

Duldul, M; Kuruoglu, N; Tutar, A (Wiley-V C H Verlag Gmbh, 2004)

In this paper, under the 1-parameter closed homothetic motion in three dimensional Euclidean Space, we generalized the classical Holditch Theorem [1], for closed space curves by using their orthogonal projection on any ...
Generalization of Steiner formula for the homothetic motions on the planar kinematics

Kuruoglu, N; Duldul, M; Tutar, A (Shanghai Univ, 2003)

The Steiner formula and the mixture area formula given by Muller were expressed under the one-parameter closed planar homothetic motions in the complex sense. Also, using the generalization of Steiner formula, the result ...
On the generalizations of the polar inertia momentum of the closed curves obtained kinematically

Yuce, S; Duldul, M; Kuruoglu, N (Akademiai Kiado Zrt, 2005)

In this paper we give some general results for the polar inertia momentums, given by [2], of the closed orbit curves obtained during the one-parameter closed planar motions.