Numerical study of the optimal position of the leading edge of the impeller blade of the feed pump’s stage
- Authors: Ivanov O.A.1, Zharkovskii A.A.1, Shchutsky S.Y.2
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Affiliations:
- Peter the Great St. Petersburg Polytechnic University
- Central Design Bureau of Machine Building
- Issue: Vol 18, No 2 (2024)
- Pages: 111-118
- Section: Hydraulic and pneumatic systems
- URL: https://bakhtiniada.ru/2074-0530/article/view/268202
- DOI: https://doi.org/10.17816/2074-0530-632452
- ID: 268202
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Abstract
BACKGROUND: An impeller is the most important element of the pump unit, determining its main parameters. When designing an impeller’s blade system, one of its most critical components is the leading edge of the blade. Its geometric parameters have a significant impact on flow formation, stability of operational characteristics and cavitation qualities. One of these important parameters is the optimal position of the leading edge of the blade, which is often chosen using the existing alternatives, since the study of this issue requires a significant number of physical experiments, the implementation of which is quite expensive. Considering the trend of rapid development of digitalization processes and increasing computing power, the abovementioned difficulties can be minimized with the use of mathematical modeling methods. The objects of this study are multi-stage feed pumps used at nuclear power plants with stage delivery rates ns=70, 100 and 125.
AIM: Conducting the study of the optimal position of the leading edge of the impeller blade and determination of the influence of this parameter on the main integral parameters of the flow path using numerical methods.
METHODS: The search for the optimal position of the leading edge of the impeller blade was carried out using mathematical modeling of the three-dimensional flow of a viscous fluid in the computational domain of the studied object. The calculation models of flow parts are full-sized, consist of impellers, diffusers, inlets, outlets, and front and rear gap seals. Using the computational fluid dynamics (CFD) software package, calculations were carried out for various positions of the leading edge of the impeller blade.
RESULTS: Numerical research of the position of the leading edge showed that its optimal position for ns=70, 100 and 125 corresponds to the values =0.095; 0.15 and 0.17 respectively. A stable falling shape of the head-capacity curve is ensured for ns=70 and ns=100 at =0.08 … 0.12, and for ns=125 at =0.08 … 0.20. The best cavitation properties are found for the blade system with =0.08 at ns=70, at ns=100 with =0.12, and at ns=125 with =0.16.
CONCLUSION: Numerical research and analysis of existing designs of multistage pumps showed that for the studied stage delivery rates from the point of view of energy and cavitation parameters, the optimal relative axial position of the middle point of the leading edge, measured from the intra-channel part of the hub, is in the range of =0, 9 ... 0.11 for ns=70 in the range of =0.14 ... 0.16 for ns=100, and in the range of =0.16 ... 0.18 for ns=125.
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##article.viewOnOriginalSite##About the authors
Oleg A. Ivanov
Peter the Great St. Petersburg Polytechnic University
Author for correspondence.
Email: ivanov_o_a@bk.ru
ORCID iD: 0000-0001-7161-3849
SPIN-code: 2683-6257
Postgraduate of the Higher School of Power Engineering of the Institute of Energy
Russian Federation, Saint PetersburgAlexander A. Zharkovskii
Peter the Great St. Petersburg Polytechnic University
Email: azharkovsky@gmail.com
ORCID iD: 0000-0002-3044-8768
SPIN-code: 3637-7853
Dr. Sci. (Engineering), Professor of the Higher School of Power Engineering of the Institute of Energy
Russian Federation, Saint PetersburgSergey Yu. Shchutsky
Central Design Bureau of Machine Building
Email: Shutckiy@ckbm.ru
ORCID iD: 0009-0002-7951-3847
First Deputy General Director
Russian Federation, Saint PetersburgReferences
- Pugachev PV, Svoboda DG, Zharkovskiy AA. Raschet i proektirovanie lopastnykh gid-romashin. Raschet vyazkogo techeniya v lopatnykh gidromashinakh s ispolzovaniem paketa ANSYS CFX. Sankt Petersburg: Politekhn. un-t; 2016. (In Russ).
- Gulich JF. Centrifugal Pumps. Berlin Heidelberg: Springer-Verlag; 2010. (In Russ). doi: 10.1007/978-3-642-12824-0
- Garbaruk AV, Strelets MKh, Travin AK, Shur ML. Sovremennye podkhody k modelirovaniyu turbulentnosti. Sankt Petersburg: Politekhn. un-t; 2016. (In Russ).
- Zharkovskiy AA, Grachev AV, Shumilin SA, Pugachev PV. Matematicheskoe modelirovanie rabochikh protsessov lopastnykh gidromashin. Proektirovanie protochnoy chasti mnogostupenchatogo tsentrobezhnogo nasosa. Sankt Petersburg: Politekhn. un-t; 2011. (In Russ).
- Kuznetsov AV, Panaiotti SS, Savelyev AI. Avtomatizirovannoe proektirovanie mnogostupenchatogo tsentrobezhnogo nasosa. Kaluga; 2013. (In Russ).
- Lomakin AA. Tsentrobezhnye i osevye nasosy. Leningrad: Mashinostroenie; 1966. (In Russ).
- Zimnitskiy VA, Kavplun AV, Papir AN, Umov VA. Lopastnye nasosy: Spravochnik. Leningrad: Mashinostroenie; 1986. (In Russ).
- Malyushenko VV, Mikhaylov AK. Energeticheskie nasosy: Spravochnoe posobie. Moscow: Energoizdat; 1981. (In Russ).
- Mikhaylov AK, Malyushenko VV. Lopastnye nasosy. Teoriya, raschet i konstruirovanie. Moscow: Mashinostroenie; 1977. (In Russ).
- Rzhebaeva NK, Rzhebaev EE. Raschet i konstruirovanie tsentrobezhnykh nasosov. Sumy: SumGU; 2009. (In Russ).
- Turk VI, Minaev AV, Karelin VYa. Nasosy i nasosnye stantsii. Moscow: Stroyizdat; 1976. (In Russ).
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