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In this paper we present a method of circular arc approximation by quartic Bezier curve. Our quartic approximation method has a smaller error than previous quartic approximation methods due to the alternation of the error function of our quartic approximation. Our method yields a closed form of error so that subdivision algorithm is available, and curvaturecontinuous quartic spline under the subdivision of circular arc with equal-length until error is less than tolerance. We illustrate our method by some numerical examples.

CIRCLE APPROXIMATION BY QUARTIC G2SPLINE USING ALTERNATION OF ERROR FUNCTION

CIRCLE APPROXIMATION BY QUARTIC G²SPLINE USING ALTERNATION OF ERROR FUNCTION