Aqua (Mar 2021)

Comparative assessment of the inline and branching design strategies based on the compound technique

  • Ali Triki

DOI
https://doi.org/10.2166/aqua.2020.065
Journal volume & issue
Vol. 70, no. 2
pp. 155 – 170

Abstract

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The inline or branching water hammer control strategies, which are based on the insertion of compound plastic short-penstock or inline section at the transient-induced region of main pipes, illustrated a promising ability to upgrade steel pipe-based hydraulic systems concerning the extension of admissible pressure level. In this respect, prior results suggested that the specific layout utilizing an (HDPE–LDPE) compound short-penstock (where the (HDPE) sub-short-penstock is attached to the main steel pipe and the (LDPE) sub-short-penstock corresponds to the short-penstock dead-end side) provided significant attenuation of pressure magnitude. Concurrently, recent studies concluded that the (HDPE–LDPE) compound short-section-based inline strategy provided substantial attenuation of pressure magnitude. However, these strategies illustrated a drawback relying on the expansion of the period of pressure wave oscillations. Accordingly, this study assessed and compared the capacities of the compound technique concerning the trade-off between the magnitude-attenuation and the period-expansion of pressure wave oscillations. The findings of these analyses showed that the (HDPE–LDPE) compound short-penstock particular setup of the branching strategy allowed the best trade-off between the attenuation of magnitude and the period expansion of pressure wave oscillations. Furthermore, results showed the competitiveness of the latter upgrading strategy as compared to the (HDPE) or (LDPE) main pipe-based renewed hydraulic systems. HIGHLIGHTS The compound technique-based inline or branching design strategies were investigated.; The HDPE and LDPE plastic materials were investigated.; The (HDPE–LDPE) compound short-penstock-based protected system provided the best trade-off between magnitude and period of pressure wave oscillations.;

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