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Research on a Class of Multi Parameter Fractal Interpolation Curved Surface based on Iterative Function Image Generating Method

机译:基于迭代函数图像生成方法的一类多参数分形插值曲面的研究

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This paper extends the polynomial function to double logarithmic function, constructing a class of multi parameters iterative function, and uses this function to calculate the fractal interpolated surface for given interpolation points, and establishes the iterative function mathematical model of multi parameters fractal interpolation. In order to verify the effectiveness and reliability of this proposed model algorithm, this paper uses MATLAB numerical simulation method to calculate, and programs the Newton iterative function of multi parameters fractal interpolation surface, finally gets calculation nephogram of multi parameters fractal interpolation curved surface through calculating. Finally, using iterative method reduces the surface grid size, increasing the smoothness of the surface, so the surface is closer to the actual surface. It provides a new computer method research of fractal interpolation function.
机译:本文将多项式函数扩展到双对数函数,构建一类多参数迭代功能,并使用该功能计算给定插值点的分形插值表面,并建立多参数分形插值的迭代函数数学模型。为了验证这一提出的模型算法的有效性和可靠性,本文采用MATLAB数值模拟方法计算,并进行了多参数分形插值表面的牛顿迭代功能,最后通过计算获得了多参数分形插值弯曲表面的计算浊音。 。最后,使用迭代方法降低了表面栅格尺寸,增加了表面的平滑度,因此表面更靠近实际表面。它提供了一种新的分形插值功能的计算机方法研究。

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