2008Journal of Inner Mongolia UniversityRequires access

Smooth Joining between General Rational Parametric Curves

Yin Zhi-ling

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Abstract

The joining problem between rational parametric polynomial curves can be converted to the joining between rational Bezier curves,by converting a general rational parametric curve to a rational Bezier curve.The joining problem between Rational Bezier curves is researched and the continuous condition of G1 and G2 for two adjacent random rational Bezier curves is given.

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What this paper is about

The joining problem between rational parametric polynomial curves can be converted to the joining between rational Bezier curves,by converting a general rational parametric curve to a rational Bezier curve.The joining problem between Rational Bezier curves is researched and the continuous condition of G1 and G2 for two adjacent random rational Bezier curves is given.

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Available abstract

The joining problem between rational parametric polynomial curves can be converted to the joining between rational Bezier curves,by converting a general rational parametric curve to a rational Bezier curve.The joining problem between Rational Bezier curves is researched and the continuous condition of G1 and G2 for two adjacent random rational Bezier curves is given.

Key concepts: Bézier curve, Polynomial and rational function modeling, Mathematics, Parametric equation, Parametric statistics, Family of curves, Geometric design, Rational point

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