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Quantitative analysis of nonmetal elements in steel using laser-induced breakdown spectroscopy combined with random forest

机译:激光诱导击穿光谱结合随机森林对钢中非金属元素进行定量分析

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摘要

Laser-induced breakdown spectroscopy (LIBS) combined with random forest (RF) was proposed for the quantitative analysis of sulfur (S) and phosphorus (P) in steel samples. The interference from the characteristic spectral lines of S and P in steel is difficult to accurately quantitatively analyse due to the influence of the multi-matrix. A RF model was utilized to compensate for the negative influence of the matrix effect. The influences of laser pulse energy and delay time on the spectral intensity were studied to improve the signal-to-noise ratio (SNR) of the analytical line for a certain element. Furthermore, the parameters (n(tree) and m(try)) of the RF model were optimized by out-of-bag (OOB) estimation. The final RF calibration model for the quantitative analysis of S and P in steel was constructed using the spectral range (520-620 nm) as an input variable under the optimized experimental conditions. Results showed that the RF calibration model made good predictions of S (R-2 = 0.9974) and P (R-2 = 0.9981) compared with partial least square regression (PLSR), using the peak signals of S II 545.3 nm and P II 602.4 nm, respectively. The averaged relative errors (ARE) of S in steel were 2.69% and 3.47% for samples #8 and #9, respectively, and of P were 1.77% and 0.83% for samples #8 and #9, respectively. This confirms that the RF model is a promising approach for the quantitative detection of the nonmetal elements with LIBS technology in the field of metallurgy.
机译:提出了激光诱导击穿光谱法(LIBS)和随机森林(RF)相结合的方法,用于钢样品中硫(S)和磷(P)的定量分析。由于多矩阵的影响,很难准确定量分析钢中S和P的特征谱线的干扰。 RF模型被用来补偿矩阵效应的负面影响。研究了激光脉冲能量和延迟时间对光谱强度的影响,以提高特定元素的分析线的信噪比(SNR)。此外,通过袋外(OOB)估计优化了RF模型的参数(n(树)和m(try))。在优化的实验条件下,使用光谱范围(520-620 nm)作为输入变量,构建了用于钢中S和P定量分析的最终RF校准模型。结果表明,与偏最小二乘回归(PLSR)相比,RF校准模型使用S II 545.3 nm和P II的峰值信号对S(R-2 = 0.9974)和P(R-2 = 0.9981)做出了良好的预测分别为602.4 nm。样品#8和#9的钢中S的平均相对误差(ARE)分别为2.69%和3.47%,而样品#8和#9的P的平均相对误差分别为1.77%和0.83%。这证实了RF模型是在冶金领域用LIBS技术定量检测非金属元素的一种有前途的方法。

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