Abstract
The Generalized Cornu Spiral (GCS) was first proposed by Ali
et al. in 1995 [1, 9]. Due to the monotonocity of its curvature function,
the surface generated with GCS segments has been considered as a high
quality surface and it has potential applications in surface design [12].
In this paper, the analysis of GCS segment is carried out by determining
its aesthetic value using the log curvature Graph (LCG) as proposed by
Kanaya et al.[10]. The analysis of LCG supports the claim that GCS is
indeed a generalized form of aesthetic curves.
R. U. Gobithaasan, J.M. Ali, Kenjiro T. Miura. (2012) The Logarithmic Curvature Graphs of Generalized Cornu Spirals, Punjab University Journal of Mathematics, Volume 44, Issue 1.
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