首页> 外文期刊>Bulletin of the Institute of Heat Engineering >Selecting optimal pipeline diameters for a district heating network comprising branches and rings, using graph theory and cost minimization
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Selecting optimal pipeline diameters for a district heating network comprising branches and rings, using graph theory and cost minimization

机译:使用图论和成本最小化为包含分支和环形的区域供热网络选择最佳管道直径

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Choosing the right pipeline diameter is essential for both newly designed district heating (DH) networks and existing ones undergoing upgrades. A multi-stage optimization algorithm was developed for the purpose of selecting optimal diameters of pipelines in a DH network that has a complex layout including branches and rings. The DH network was represented as a set of graphs and then as matrices, which made hydraulic and heat-and-flow calculations possible for any network layout. The optimization algorithm was developed as a Visual Basic program consisting of 37 macros. The program considers hydraulic resistances, heat-balance equations, capital expenditure for DH pipelines of 32 to 1,100 mm in diameter, and the operating cost, including the costs of heat transmission losses and DH water pumping. Microsoft Excel’s Solver tool was used to solve the non-linear optimization algorithm with constraints. To provide an example of the program’s application, the paper includes calculations used to verify the correctness of selected diameters for part of an existing DH network in a large DH system in Poland.
机译:对于新设计的区域供热(DH)网络和正在进行升级的现有网络,选择正确的管道直径至关重要。为了选择具有复杂布局(包括分支和环)的DH网络中的管道的最佳直径,开发了一种多阶段优化算法。 DH网络表示为一组图形,然后表示为矩阵,这使得任何网络布局的水力和热流量计算成为可能。优化算法是作为包含37个宏的Visual Basic程序开发的。该程序考虑了水力阻力,热平衡方程式,直径为32至1,100 mm的DH管道的资本支出以及运营成本,包括传热损失和DH抽水的成本。 Microsoft Excel的求解器工具用于解决有约束的非线性优化算法。为了提供该程序的应用示例,本文包括用于验证波兰大型DH系统中一部分现有DH网络的选定直径正确性的计算。

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