Slant Helix Curves and Acceleration Centers
1
Murat Bekar 1,∗ and Yusuf Yaylı 2
Necmettin Erbakan University, Department of Mathematics and Computer Sciences, Turkey
2
Ankara University, Department of Mathematics, Turkey
[email protected]
Abstract
In the study, an alternative one-parameter motion to Frenet motion
of a rigid-body in 3-dimensional Euclidean space is given by moving the
coordinate frame N,C,W instead of the Frenet frame T,N,B along a unit
speed curve, where N, C and W correspond to, respectively, unit principal normal vector field, derivative vector field of the unit principal normal
vector field and Darboux vector field of the unit speed curve. Also the
concepts fixed axode, striction curve, instantaneous pole points, acceleration pole points (or acceleration centers) and instant screw axis (ISA) of
this alternative one-parameter motion are analyzed.
Keywords: C-Slant helix; Striction curve; Rigid-body motion; Acceleration center
Karatekin Mathematics Days 2014, C
¸ ankırı, TURKEY

Science 9 chapter 8 intext page 103

C3 sample exam paper - Maths

Ajlan Şay CURRICULUM VITAE Born in 1951 in Izmir. Married with

jan 7tutku guıde semınars

Assignment 8 (PDF)

Good Jobs in Turkey, 24 Ocak 2014

Educational E-Book Design Kevser Hava , Şeyhmus

102M Lab Manual - Department of Physics - The University of Texas

Document

call for workshops and tutorials

Exam 1 Practice Problems 1. (hr02-041) As two trains move along a

生徒との関わり方

Global Iron Ore Cost Curve Market Size, Emerging Trends and Analysis: Hexa Reports

Essential Oil Analysis and Antimicrobial Activity of

file - Croatian Journal of Fisheries