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Application of Optimization Algorithms for the Improvement of Water Quality Monitoring Systems

机译:优化算法在水质监测系统改进中的应用

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The number of observations is limited by budgetary and other constraints, but the collected data must be sufficient to meet a wide range of monitoring objectives. The process of determining an efficient temporal water quality monitoring design has been formulated as an optimization problem. In the problem, a target level of acceptable uncertainty for a given indicator is specified, and the resultant solution is the smallest set of observation dates sufficient to achieve this level. Solution robustness can be improved by adding a sliding window - a maximum range in deviations of the observation dates that still provide the acceptable level of uncertainty. Application of the proposed approach to a real-world case study suggested an iterative procedure for the improvement of monitoring designs.
机译:意见的数量受到预算和其他限制的限制,但是收集的数据必须足以满足广泛的监测目标。确定有效的临时水质监测设计的过程已被表述为优化问题。在问题中,指定了给定指标的可接受不确定性的目标水平,并且得出的解决方案是足以达到该水平的最小观测日期集。可以通过添加滑动窗口来提高解决方案的鲁棒性-观察日期偏差的最大范围仍可提供可接受的不确定度。提议的方法在实际案例研究中的应用提出了改进监视设计的迭代程序。

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