摘要
为解决双波长法在硝酸盐氮检测过程中由于有机干扰吸光度叠加造成预测精度下降的问题,提出了代理参数法。把混合谱中的6个积分面积值作为代理参数,基于4阶导数谱的分割算法来寻找代理参数的分界点;通过面积积分法获得分界点前后各代理参数的值;根据有机干扰代理参数的比例,得到分界点前有机干扰对混合谱的贡献程度。基于处理后的数据,采用最小二乘法建立硝酸盐氮水样浓度与其积分面积的预测模型。并将该模型应用于实际水样检测,结果表明,对比传统双波长法,模型的决定系数达到了0.999 8,平均标准偏差小于3%,并且拥有更低的检出限(≥0.009 mg/L)、更好的回收率(95%~104%)和更宽的线性区间,能够为水样中硝酸盐氮的检测提供可靠的技术支持。
When the double-wavelength method is applied to detect nitrate nitrogen, its prediction accuracy is affected by the superposition of absorbance of organic pollutants. To solve this problem, one kind of method based on agent parameters is proposed. The six integral area values contained in the hybrid spectrum are used as the agent parameters. The demarcation point of the agent parameters is determined by the dynamic segmentation algorithm of the fourth derivative spectrum. Each agent parameter at the demarcation point is obtained by the area integral method. According to the ratio of organic pollutants agent parameters, their contribution degree for the hybrid absorption spectrum before the demarcation point is obtained. By using the pre-processed data, the least square method is used to formulate the prediction model for nitrate concentration and its integral area. This model is applied to the practical water sample detection. Compared with the traditional dual-wavelength method, experimental results show that the determination coefficient of the model is 0.9998 and the average standard deviation is less than 3%. It can also realize lower detection limit(≥0.009 mg/L), better recovery(95%~104%) and wider linear range, which provides reliable technical support for the accurate detection of nitrate nitrogen in water samples.
引文
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