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The Analysis of PIA Algorithm Efficiency in Converting Rational Bézier Curves into Corresponding Non-rational Curves

机译:将有理Bézier曲线转换为相应的非有理曲线的PIA算法效率分析

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This paper presents an efficient method to approximate a rational Bézier curve by the corresponding Non- Rational Bézier curve using Progressive Iterative Approximation (PIA) with the algorithm efficiency analysis. The proposed method samples the input curve into data points and uses a PIA algorithm to calculate new control points for the nonrational curve. The experimental results show that the proposed method has less computational complexity, which yields less computational time, than other methods which approximate the curve using power basis or monomial form conversion. This work also presents the method to find the appropriate degree of the output non-rational curve for each degree-n rational curve input.
机译:本文提出了一种有效的方法,利用渐进式迭代逼近(PIA)和算法效率分析,通过相应的非有理贝塞尔曲线来逼近有理贝塞尔曲线。所提出的方法将输入曲线采样为数据点,并使用PIA算法为非理性曲线计算新的控制点。实验结果表明,与使用幂次基或单项式转换近似曲线的其他方法相比,该方法具有较低的计算复杂度,产生的计算时间。这项工作还提出了为每个n度有理曲线输入找到合适的输出非理性曲线度的方法。

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