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An improved rough surface modeling method based on linear transformation technique

机译:一种基于线性变换技术的改进的粗糙表面建模方法

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An effective rough surface model is the foundation for the evaluation of the contact, lubrication, friction and wear behaviors of engineering assemblies. This study first presented an investigation of the time series method, linear transformation method and Johnson transformation system. Then, an improved rough surface modeling method was proposed. The solving of the autocorrelation coefficient matrix was transformed to a nonlinear least squares problem and the analytical gradient formula was derived. The fast Fourier transform (FPI) method was further employed to improve the computational efficiency. Using this approach, rough surfaces with different autocorrelation function (ACF) and statistical parameters were generated and then compared with the prescribed surfaces. It was found that the ACF, areal autocorrelation function (AACF) and statistical parameters of the simulated surfaces were consistent with those of the prescribed surfaces. Moreover, an extremely good agreement was also found between the measured and generated grinding surfaces in terms of ACF, AACF and statistical parameters, which further proved the validity of the proposed method at large autocorrelation length. Therefore, the technique developed in this study may serve as a novel approach to generate rough surfaces with high efficiency and accuracy.
机译:一个有效的粗糙表面模型是评价工程组件接触、润滑、摩擦和磨损行为的基础。本研究首先对时间序列法、线性变换法和约翰逊变换系统进行了研究。然后,提出了一种改进的粗糙面建模方法。将自相关系数矩阵的求解转化为非线性最小二乘问题,推导了解析梯度公式。为了提高计算效率,进一步采用了快速傅立叶变换(FPI)方法。使用该方法,生成具有不同自相关函数(ACF)和统计参数的粗糙曲面,然后与指定曲面进行比较。结果发现,模拟表面的ACF、面积自相关函数(AACF)和统计参数与规定表面一致。此外,测量和生成的磨削表面在ACF、AACF和统计参数方面也有非常好的一致性,这进一步证明了该方法在大自相关长度下的有效性。因此,本研究开发的技术可以作为一种高效、准确地生成粗糙表面的新方法。

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