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Simulation and optimisation of the waste water flow in urban sewer network

机译:城市下水道网络废水流量的仿真与优化

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The irregular loading of waste water treatment systems is determined by the non-uniformity of dwelling and industrial sewers. Only industrial sewers can be controlled to regulate the total amount of waste waters received in the treatment system. To carry out such regulation it is necessary to take into account the enterprises' locations, pipe parameters and sewer system configurations. The computer model of the uniaxial liquid flow is based on a system of non-linear equations in partial derivatives with corresponding initial and boundary conditions. To solve this problem the finite - difference method is applied here. Two approaches are compared: the linearized system of the nonlinear equations and Newton's method. Areas of stability and convergence of both numerical solutions are estimated. The problem of modelling the dynamics of a liquid flow in a system of pipelines is also formulated. The objective function is determined as the remainder between the highest and lowest wastewater levels, i.e. non-uniformity of the loading of waste water treatment systems. The defined optimum solution shows that the non-uniformity of the fluid inflow in the cleaning structures can be reduced by one half.
机译:废水处理系统的不规则负荷由居住和工业下水道的不均匀性决定。只能控制工业下水道以调节治疗系统中收到的废水的总量。执行此类规定,有必要考虑企业的地点,管道参数和下水道系统配置。单轴液体流的计算机模型基于具有相应初始和边界条件的部分衍生物的非线性方程的系统。为了解决这个问题,这里应用了有限差分方法。比较两种方法:非线性方程的线性化系统和牛顿的方法。估计两个数值解决方案的稳定性和收敛区域。还配制了在管道系统中建模液体流动动力学的问题。目标函数被确定为最高和最低废水水平之间的剩余部分,即废水处理系统的负载的不均匀性。定义的最佳解决方案表明,清洁结构中的流体流入的不均匀性可以减少一半。

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