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引用次数: 3

摘要

本文提出了一种利用织物样品的高分辨率三维表面数据获取其表面粗糙度参数测量的方法。首先,我们计算了一个参数FDFFT,它是由三维表面扫描的二维快速傅里叶变换(2DFFT)估计的分形维数。利用分形布朗图像验证了FDFFT的旋转不变性和尺度不变性。其次,为了评估FDFFT的正确性,我们提供了一种从三维织物表面计算标准粗糙度参数的方法。实验结果表明,FDFFT是一种快速可靠的基于三维表面数据的织物粗糙度测量参数。最后,我们尝试使用反向传播算法和FDFFT的神经网络模型来预测标准粗糙度参数。所提出的神经网络模型对训练样本和测试样本都有良好的性能。
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Neural fractal prediction of three dimensional surface roughness
This paper presents a methodology for using the high resolution three dimensional (3D) surface data of fabric samples to acquire their surface roughness parameter measurement. Firstly, we compute a parameter FDFFT, which is the fractal dimension estimated from the two-dimensional fast Fourier transform (2DFFT) of 3D surface scan. We validate the rotation-invariance and scale-invariance of FDFFT using fractal Brownian images. Secondly, in order to evaluate the correctness of FDFFT, we provide a method of calculating standard roughness parameters from 3D fabric surface. According to the test results, we demonstrated that FDFFT is a fast and reliable parameter for fabric roughness measurement based on 3D surface data. Finally, we attempt a neural network model using back propagation algorithm and FDFFT for predicting the standard roughness parameters. The proposed neural network model shows good performance to both training samples and test samples.
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