生物材料压痕数据深度挖掘模型分析

Qingming Yuan
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引用次数: 0

摘要

传统的压痕数据挖掘模型在分析压痕相关物理量之间的线性关系时精度较低,因此设计了一种生物材料压痕数据深度挖掘模型。首先,通过实际压痕设定材料的构成关系,利用独立自由变量函数收集尺寸数据。根据生物纳米材料的特性获得特征拉曼峰。通过选择压痕方向对应力数据进行预处理,便于观察压痕过程中的位错成核和变形孪生现象。这些位错的协同效应导致载荷位移曲线呈现明显的线性关系,从而完成对生物纳米材料压痕数据深度挖掘模型的分析。实验结果表明,在接触深度与压痕深度的线性关系分析中,设计模型的线性关系离散度比传统模型低 0.44;在接触刚度与压痕深度的线性关系分析中,设计模型的线性关系离散度比传统模型低 0.38,这表明设计模型在分析压痕相关物理量的线性关系方面的精度高于传统模型。此外,该模型对五种不同材料的平均准确率为 98.23%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of deep mining model for indentation data of biomaterials
The traditional data mining model of indentation has low accuracy in analyzing the linear relationship between the relevant physical quantities of the indentation, so a deep mining model for indentation data of biomaterials is designed. Firstly, the constitutive relation of the material is set by the actual indentation, and the dimension data are collected by the independent free variable function. The characteristic Raman peak is obtained according to the properties of the biological nanomaterials. The stress data are preprocessed by selecting the direction of indentation, which is convenient to observe the dislocation nucleation and deformation twin phenomenon in the process of indenting. The synergistic effect of these dislocations leads to the fact that the load displacement curve shows obvious linear relationship, so as to complete the analysis of the deep mining model of the indentation data of biological nanomaterials. The experimental results show that in the linear relationship analysis of contact depth and indentation depth, the linear relationship discreteness of the designed model is 0.44 lower than that of the traditional model and in the linear relationship analysis of contact stiffness and indentation depth, the linear relationship discreteness of the designed model is 0.38 lower than that of the traditional model, which indicates that the accuracy of the designed model is higher than that of the traditional model in analyzing the linear relationship between the relevant physical quantities of the indentation. In addition, the average accuracy of the model for five different materials is 98.23%.
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