Circular Arc Approximation by Quartic H-Bézier Curve

Circular Arc Approximation by Quartic H-Bézier Curve

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The quartic H-Bézier curve is used for the approximation of circular arcs. It has five control points and one positive real free parameter. The four control points are carried out by

Bibliographic Details
Main Authors:	Hussain, Maria (Author), Ong, W. E. (Author), Nazir, Farah (Author), Hussain, Malik Zawwar (Author)
Format:	Article
Language:	English
Published:	University of the Punjab, 2017.
Subjects:	QA1-939 Mathematics
Online Access:	Get fulltext


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042			\|a dc
100	1	0	\|a Hussain, Maria \|e author
700	1	0	\|a Ong, W. E. \|e author
700	1	0	\|a Nazir, Farah \|e author
700	1	0	\|a Hussain, Malik Zawwar \|e author
245	0	0	\|a Circular Arc Approximation by Quartic H-Bézier Curve
260			\|b University of the Punjab, \|c 2017.
856			\|z Get fulltext \|u http://eprints.usm.my/38449/1/Circular_arc_approximation_by_quartic_H-B%C3%A9zier_curve.pdf
520			\|a The quartic H-Bézier curve is used for the approximation of circular arcs. It has five control points and one positive real free parameter. The four control points are carried out by
546			\|a en
650	0	4	\|a QA1-939 Mathematics