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    毛杰, 邓畅光, 杨焜, 邝子奇, 欧献. 大气等离子喷涂Cr2O3涂层的响应曲面法工艺优化[J]. 机械工程材料, 2014, 38(6): 100-104.
    引用本文: 毛杰, 邓畅光, 杨焜, 邝子奇, 欧献. 大气等离子喷涂Cr2O3涂层的响应曲面法工艺优化[J]. 机械工程材料, 2014, 38(6): 100-104.
    MAO Jie, DENG Chang-guang, YANG Kun, KUANG Zi-qi, OU Xian. Process Optimization of Cr2O3 Coating Deposited by Atmospheric Plasma Spraying Based on Response Surface Methodology[J]. Materials and Mechanical Engineering, 2014, 38(6): 100-104.
    Citation: MAO Jie, DENG Chang-guang, YANG Kun, KUANG Zi-qi, OU Xian. Process Optimization of Cr2O3 Coating Deposited by Atmospheric Plasma Spraying Based on Response Surface Methodology[J]. Materials and Mechanical Engineering, 2014, 38(6): 100-104.

    大气等离子喷涂Cr2O3涂层的响应曲面法工艺优化

    Process Optimization of Cr2O3 Coating Deposited by Atmospheric Plasma Spraying Based on Response Surface Methodology

    • 摘要: 根据Box-Behnken二阶响应曲面法, 设计了三因素三水平的回归分析试验; 采用大气等离子喷涂技术在TC4钛合金表面制备了Cr2O3涂层, 以不同工艺条件下的涂层显微硬度(H)作为响应值, 建立了喷涂电流I、等离子气体流量QAr和喷距d与硬度响应输出之间的数学模型, 讨论三种影响因子的显著性及其交互作用的影响, 得到了涂层硬度的连续变量响应曲面和等高曲线, 用于大气等离子喷涂Cr2O3涂层的工艺优化和性能预测。结果表明: 涂层硬度的优化二次拟合曲线方程为H=17 330.35+10.15I-735.74QAr-47.57d+0.073I·d-0.014I2+7.8QAr2; 最大硬度的预测参数为I=588.47 A, QAr=40.00 L·min-1, d=80.00 mm, 此时能获得的硬度高达1 271.72 HV0.3, 与实际测得的最大硬度1 284.7 HV0.3相当。

       

      Abstract: Based on Box-Behnken second-order response surface methodology, the regression analysis experiments with three factors and three levels were designed. Cr2O3 coating was deposited on TC4 titanium alloy substrate by atmospheric plasma spraying(APS) technology under different process conditions and micro-hardness values were measured as the response values. The mathematical model was established between the influence factors such as spraying current, plasma gas flow and spray distance and the response values of micro-hardness. The significance of single factor and interaction effects were also discussed. The response surfaces and contour curves about the micro-hardness of the coating were obtained for process optimization and performance prediction of Cr2O3 coating sprayed by APS. The results show that the optimized second-order model was HV0.3=17 330.35+10.15I-735.74QAr-47.57d + 0.073I·d-0.014I2+7.8QAr2. The maximum micro-hardness of 1 271.72 HV0.3 could be obtained with the prediction parameters of the current of 588.47 A, flow of argon of 40.00 L·min-1 and spray distance of 80.00 mm. The precipitated maximum micro-hardness agreed with the factually measured maximum hardness of 1 284.7 HV0.3.

       

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