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A procedure for selecting best identifiable parameters in calibrating activated sludge model no.1 to full-scale plant data

机译:在将1号活性污泥模型校准为全面工厂数据时选择最佳可识别参数的过程

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摘要

A systematic procedure for selecting identifiable parameter subsets for a given set of measured outputs is proposed. The aim is to only select those parameters which can be estimated uniquely from the dataset used. The proposed procedure consists of first selecting a reduced set of most sensitive parameters by sensitivity analysis and subsequently selecting identifiable parameter subsets using the Fisher information matrix. For a particular set of outputs obtained from a typical calibration exercise at a carrousel-type nitrogen removal plant, parameter subsets ranging from two to eight parameters were selected by this procedure. The procedure proved successful as the parameter subsets thus selected could be estimated accurately from simulated data without and with noise as well as from real data. However, the procedure is based on a property which is local in parameter space. Consequently, as an a priori assumption on the parameter vales has to be made at the start of the procedure, the selection results might be different from the results which would have been obtained by using the a posteriori parameter values. Hence, the sensitivity towards this a priori assumption was tested explicitly. For this purpose, the parameter space was sampled according to a Latin hypercube sampling scheme and the selection procedure was applied in all sampling points as if these were a priori estimates. From this extensive study it could be concluded that the results of the procedure were not too severely influenced by the a priori assumption on the parameter values. Therefore, the proposed procedure appears to be a powerful and practical tool for efficient and reliable model calibration.
机译:提出了为给定的一组测量输出选择可识别参数子集的系统程序。目的是仅选择可以从所使用的数据集中唯一估计的那些参数。所提出的过程包括首先通过敏感性分析选择一组减少的最敏感参数,然后使用Fisher信息矩阵选择可识别的参数子集。对于从转盘式除氮设备的典型校准练习中获得的一组特定输出,通过此过程选择了范围从2到8个参数的参数子集。事实证明,该程序是成功的,因为可以根据模拟数据准确地估计有无噪声的参数子集,以及根据真实数据估计出的参数子集。但是,该过程基于参数空间中本地的属性。因此,由于必须在过程开始时对参数值进行先验假设,因此选择结果可能与使用后验参数值获得的结果不同。因此,明确地测试了对此先验假设的敏感性。为此,根据拉丁超立方体采样方案对参数空间进行采样,并将选择过程应用于所有采样点,就好像这些采样是先验估计一样。从这项广泛的研究中可以得出结论,该过程的结果并不受参数值的先验假设的严重影响。因此,提出的程序似乎是有效而可靠的模型校准的强大而实用的工具。

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