DESIGN OF PUMPING INSTALLATIONS: DEVELOPMENT OF AN EXCEL WORKBOOK FOR HYDRAULIC MACHINES LECTURES

Autores/as

  • Avelino Virgílio Fernandes Monteiro de Oliveira Coimbra Polytechnic - ISEC, Department of Mechanical Engineering. Rua Pedro Nunes, Quinta da Nora, 3030-199 Coimbra, Portugal
  • Javier Ruiz Ramírez
  • João Carlos Antunes Ferreira Mendes

DOI:

https://doi.org/10.21134/tcgwcg16

Palabras clave:

Hydraulic Machines, Centrifugal Pumps, Performance curves, Dimensionless coefficients, Electronic-speed controllers

Resumen

Nowadays, pumps are used worldwide in a very wide range of facilities and for countless purposes, including HVAC, domestic and commercial buildings, district energy, industrial processes and water treatment, municipal wastewater and water supply, agriculture and irrigation, among others. The objective of the present contribution is to introduce an Excel Workbook that presents a friendly easy to use tool that enables the design of pumping systems with centrifugal pumps. It was first thought for Hydraulic Machines Master lectures, but its use might be looked at in a wider perspective. The Workbook includes 17 worksheets (Figure 1), all linked to each other, addressing different aspects of the design. Special attention is paid to the major and minor head losses calculation, the cavitation phenomenon, the use of dimensionless coefficients to determine the rotation speed to obtain a specific operating point, and to the calculation of the system curve. Energy efficiency represents today an important goal in every pumping facility; therefore, one of the objectives of this tool is to enable the user to quantify both the shaft power and the efficiency of different operating points thus allowing a definition of the best solution.

Referencias

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Sousa JJO, Cunha MC, Marques, JAAS. An explicit solution to the Colebrook-White equation through Simulated Annealing. Water Industry Systems: modelling and optimization applications, edited by Dragan Savic and Godfrey Walters, Research Studies Press LTD, pp. 347-355 (ISBN-10: 0863802486; ISBN-13: 978-0863802485), 1999.

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Publicado

2024-10-22