Wang Xiaoping, Zhang Fei, Ding Jianli
College of Resources and Environment Science, Xinjiang University, Urumqi, 830046, Xinjiang, China.
Key Laboratory of Oasis Ecology, Xinjiang University, Urumqi, 830046, Xinjiang, China.
Sci Rep. 2017 Oct 9;7(1):12858. doi: 10.1038/s41598-017-12853-y.
The water quality index (WQI) has been used to identify threats to water quality and to support better water resource management. This study combines a machine learning algorithm, WQI, and remote sensing spectral indices (difference index, DI; ratio index, RI; and normalized difference index, NDI) through fractional derivatives methods and in turn establishes a model for estimating and assessing the WQI. The results show that the calculated WQI values range between 56.61 and 2,886.51. We also explore the relationship between reflectance data and the WQI. The number of bands with correlation coefficients passing a significance test at 0.01 first increases and then decreases with a peak appearing after 1.6 orders. WQI and DI as well as RI and NDI correlation coefficients between optimal band combinations of the peak also appear after 1.6 orders with R values of 0.92, 0.58 and 0.92. Finally, 22 WQI estimation models were established by POS-SVR to compare the predictive effects of these models. The models based on a spectral index of 1.6 were found to perform much better than the others, with an R of 0.92, an RMSE of 58.4, and an RPD of 2.81 and a slope of curve fitting of 0.97.
水质指数(WQI)已被用于识别对水质的威胁,并支持更好的水资源管理。本研究通过分数阶导数方法将机器学习算法、WQI和遥感光谱指数(差异指数,DI;比值指数,RI;归一化差异指数,NDI)相结合,进而建立了一个用于估计和评估WQI的模型。结果表明,计算出的WQI值在56.61至2886.51之间。我们还探讨了反射率数据与WQI之间的关系。相关系数通过0.01显著性检验的波段数量先增加后减少,在1.6阶后出现峰值。WQI与DI以及RI与NDI在峰值的最佳波段组合之间的相关系数也在1.6阶后出现,R值分别为0.92、0.58和0.92。最后,通过POS-SVR建立了22个WQI估计模型,以比较这些模型的预测效果。发现基于1.6光谱指数的模型表现远优于其他模型,R为0.92,RMSE为58.4,RPD为2.81,曲线拟合斜率为0.97。