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Analysis of simple control policies for stormwater management in two connected dams at Mawson Lakes

机译:莫森湖两个相连大坝的雨水管理简单控制策略分析

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We will analyse the management of stormwater storage in interconnected dams at Mawson Lakes. Mawson Lakes is a suburban housing development, situated 12 km North of the Adelaide CBD in South Australia. In this paper we have developed a discrete state model that consists of two connected dams. It is assumed that the input of stormwater into the first dam is stochastic with an arbitrary but known probability distribution and that there is regular release from the second dam that reflects the regular demand for water. We wish to find a control policy that releases an optimal flow of water from the first dam to the second dam to minimise the amount of overflow from the system. In the first instance we have restricted our attention to simple and practical classes of control policies. The cost of a particular policy will depend on the expected volume of water lost through overflow. An appropriate cost function will assist in determining an optimal pumping policy for our system. A numerical example is used to illustrate the theoretical solution presented in the paper. A simulation of our system of two connected dams enables us to illustrate the validity of our theoretical results.
机译:我们将分析莫森湖相互连接的大坝的雨水存储管理。莫森湖(Mawson Lakes)是郊区住宅开发区,位于南澳大利亚州阿德莱德中央商务区以北12公里处。在本文中,我们开发了由两个连接的水坝组成的离散状态模型。假设向第一个大坝输入的雨水是随机的,具有任意但已知的概率分布,并且假定第二个大坝有规律的排放,这反映了对水的定期需求。我们希望找到一种控制策略,以释放从第一座大坝到第二座大坝的最佳水流,以最大程度地减少系统的溢流量。首先,我们将注意力集中在简单而实用的控制策略类别上。一项特定政策的成本将取决于通过溢流损失的预期水量。适当的成本函数将有助于为我们的系统确定最佳的泵送策略。数值例子说明了本文提出的理论解决方案。我们对两个相连的水坝系统的仿真使我们能够说明理论结果的有效性。

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