WaterReuseDistributionNetwork
Authors/Creators
- 1. Fundación General de la Universidad Politécnica de Madrid, Calle Pastor, 3, 28003 Madrid and Botín Foundation, Water Observatory, Calle de Castelló, 18, 28001 Madrid
- 2. Department of Agricultural Economics, Statistics and CEIGRAM, Universidad Politécnica de Madrid (UPM), Senda del Rey 13, 28040 Madrid, SpainBusiness Management, ETSIAAB, Universidad Politécnica de Madrid (UPM), Campus Ciudad Universitaria, Av. Puerta de Hierro 2-4, 28040 Madrid, Spain and
- 3. Department of Agroforestry Engineering, ETSIAAB, Universidad Politécnica de Madrid (UPM), Campus Ciudad Universitaria, Av. Puerta de Hierro 2-4, 28040 Madrid, Spain
- 4. Department of Agricultural Economics, Statistics and CEIGRAM, Universidad Politécnica de Madrid (UPM), Senda del Rey 13, 28040 Madrid, Spain Business Management, ETSIAAB, Universidad Politécnica de Madrid (UPM), Campus Ciudad Universitaria, Av. Puerta de Hierro 2-4, 28040 Madrid, Spain and
- 5. Department of Agricultural and Forestry Engineering. Universidad de Valladolid (UVA), Avda de Madrid 57, 34004, Spain
Description
The algorithm defines the optimal pipe distribution network providing regenerated water from a Water Regeneration Plant to agricultural land plots.
The algorithm is written as a VBA macro in an Excel sheet. The inputs and outputs of the algorithm are worksheets within the Excel file, and the algorithm is embedded in the file as a module.
The algorithm uses the working assumption that each pipe is defined (length, head) by the initial and final point positions. The user can choose two criterions for the optimization: Minimum Distance, which at each iteration step chooses the shortest pipe that connects a new plot to the existing distribution tree; or the Maximum (Benefit-Cost), which at each iteration step chooses the pipe connection which maximizes the Benefit (calculated as additional annual crop yield due to irrigation) minus Cost (calculated as the annual equivalent of the initial installation cost plus the operational costs). While the Maximum (Benefit-Cost) criterion may offer a better solution from the CBA (Cost and Benefit Analysis) point of view, it is more prone to inaccuracies due to the initial working assuption.
The steps to use the algorithm are the following:
- Introduce the values in the Constants and Input tab.
- Run the algorithm (“Calculate pipe network” button in the Input tab)
- Inspect the network in the Output tab
Files
Files
(83.2 kB)
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