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Identifying fit-for-purpose lumped surrogate models for large urban drainage systems using GLUE

机译:使用胶水识别用于大型城市排水系统的适合用具替代模型

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摘要

Distributed physically based models (DPMs) have become the standard tool for urban drainage modelling. However, high computational demands limit these in applications where fast or multiple simulations are needed. This paper presents simple fit-for-purpose cheaper-to-run surrogate models (SMs) for pipe network simulations which are validated against a DPM. The SMs are set up by lumping the DPM network into compartments in which the volume of water is governed by mass balances. Outgoing discharges to downstream compartment(s) and surcharging are computed from unambiguous volume-discharge curves. The SMs are applied on a 45 km(2) catchment, Elster Creek in Melbourne, Australia. The number of simulated states and simulation times are reduced by approximately 3 and 6 orders of magnitude, respectively. Different SM complexities are examined. The simplest SM using steady state training data performed well with NSE of 0.98 for volume in the most upstream compartment. When emulating the aggregated surcharge from that compartment, the SM captured all surcharge events correctly. NSE improved from 0.35 to 0.84 when subdividing the compartment into 17 subcompartments. Uncertainty of SM parameters was examined using the Generalized Likelihood Uncertainty Estimation (GLUE) methodology. Two different sampling methods were applied. Limits of acceptability for real-time control, warning and planning, resulted in many accepted models upstream and few to none in downstream backwater-prone areas. All applications showed SM uncertainty bands within expected uncertainty bands for DPM, supporting the use of a simpler conceptual model in fit-for-purpose modelling in urban water systems when computational demands of DPMs are prohibitive.
机译:分布式基于物理的模型(DPMS)已成为城市排水建模的标准工具。但是,高计算需求在需要快或多种模拟的应用中限制这些应用。本文介绍了用于管道网络模拟的简单拟型换乘替代模型(SMS),其针对DPM验证。通过将DPM网络延伸到其中水体积受到质量余额的隔离区来建立SMS。从明确的体积放电曲线计算到下游隔间的外向排放和附加费。 SMS适用于澳大利亚墨尔本的45公里(2)个集水区,Elster Creek。模拟状态和模拟时间的数量分别减少了大约3和6个数量级。检查不同的SM复杂性。最简单的SM使用稳态训练数据在最上游舱室中的数量良好,NSE为0.98尺寸。在从该隔间模拟汇总附加费时,SM正确捕获了所有附加费事件。在将隔间分成17个子组分时,NSE在将隔间分成0.35至0.84。使用广义似然性不确定性估计(胶水)方法检查SM参数的不确定性。应用了两种不同的抽样方法。实时控制,警告和规划的可接受性限制导致许多接受的模型上游,下游反水域易患的模型。所有应用在DPM的预期不确定性带内显示了SM不确定性带,当DPMS的计算需求令人望而却步时,支持在城市水系统中的适合型建模中使用更简单的概念模型。

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