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Hybrid RSM-fuzzy modeling for hardness prediction of TiAlN coatings

机译:混合RSM-模糊建模用于TiAlN涂层的硬度预测

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In this paper, a new approach in predicting the hardness of Titanium Aluminum Nitrite (TiAlN) coatings using hybrid RSM-fuzzy model is implemented. TiAlN coatings are usually used in high-speed machining due to its excellent surface hardness and wear resistance. The TiAlN coatings were produced using Physical Vapor Deposition (PVD) magnetron sputtering process. A statistical design of experiment called Response Surface Methodology (RSM) was used in collecting optimized data. The fuzzy rules were constructed using actual experimental data. Meanwhile, the hardness values were generated using the RSM hardness model. Triangular shape of membership functions were used for inputs as well as output. The substrate sputtering power, bias voltage and temperature were selected as the input parameters and the coating hardness as an output of the process. The results of hybrid RSM-fuzzy model were compared against the experimental result and fuzzy single model based on the percentage error, mean square error (MSE), co-efficient determination (R2) and model accuracy. The result indicated that the hybrid RSM-fuzzy model obtained the better result compared to the fuzzy single model. The hybrid model with seven triangular membership functions gave an excellent result with respective average percentage error, MSE, R2 and model accuracy were 11.5%, 1.09, 0.989 and 88.49%. The good performance of the hybrid model showed that the RSM hardness model could be embedded in fuzzy rule-based model to assist in generating more fuzzy rules in order to obtain better prediction result.
机译:本文提出了一种使用混合RSM-模糊模型预测亚硝酸钛铝(TiAlN)涂层硬度的新方法。 TiAlN涂层由于其优异的表面硬度和耐磨性而通常用于高速加工。 TiAlN涂层是使用物理气相沉积(PVD)磁控溅射工艺生产的。一种统计的实验设计称为“响应表面方法学”(RSM),用于收集优化的数据。模糊规则是使用实际实验数据构建的。同时,使用RSM硬度模型产生硬度值。隶属函数的三角形状既用于输入又用于输出。选择衬底溅射功率,偏置电压和温度作为输入参数,选择涂层硬度作为处理的输出。基于百分比误差,均方误差(MSE),系数确定(R 2 )和模型准确性,将混合RSM模糊模型的结果与实验结果和模糊单个模型进行比较。结果表明,与模糊单模型相比,混合RSM-模糊模型获得了更好的结果。具有七个三角隶属度函数的混合模型给出了优异的结果,其平均百分比误差,MSE,R 2 和模型准确性分别为11.5%,1.09、0.989和88.49%。混合模型的良好性能表明,可以将RSM硬度模型嵌入基于模糊规则的模型中,以帮助生成更多的模糊规则,以获得更好的预测结果。

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