Numerical research of the influence of the main parameters of the flow part of feed pumps on their energy characteristics

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Abstract

Background: Impellers and diffusers of multistage feed pumps are the most important components of the unit. The most important parameters of the flow part are: dhub/D2, D0/D2, D3/D2, b3/b2, and determining their optimal values is a relevant task, since they contribute to the most efficient operation of the pumps. Conducting a physical experiment to study a large number of parameters is problematic due to significant financial and time costs, but by using three-dimensional mathematical modeling methods, these difficulties can be minimized. The objects of study are multi-stage feed pumps for nuclear power plants with stage specific speed ns = 71, 103 and 137.

Aim: Using three-dimensional mathematical modeling methods, search for optimal values of the flow path parameters of the feed pump (dhub/D2, D0/D2, D3/D2, b3/b2) and determination of their impact on the efficiency of the unit using three-dimensional mathematical modeling methods.

Methods: The search for optimal parameter values was performed using three-dimensional hydrodynamic calculations of viscous fluid flow. The calculation models are full-size, consisting of an inlet, an impeller, and a diffuser of the last stage. The mesh is unstructured. Numerical calculations were performed using the CFD method with varying geometry of the impeller and diffuser.

Results: The numerical research performed showed that dhub/D2 should be selected as minimal. The optimal calculated value of D0/D2 for ns = 71, 103, 137 is 0.50; 0.57; 0.60, respectively. The optimal calculated range of b3/b2 for ns = 71, 103, 137 is (1.0…1.3); (1.1…1.4); (1.2…1.5), respectively. The optimal numerical value of D3/D2 for the stage with ns = 71 corresponds to the minimum from the studied range (1.02); for the stage with ns = 103, there is a tendency to decrease in hydraulic losses with an increase in D3/D2 over the entire considered interval (up to 1.08); for the stage with ns = 137, an increase in the D3/D2 parameter does not have a significant effect on the growth of hydraulic losses.

Conclusion: The numerical research and analysis of the obtained results showed that the values of the optimal parameters D0/D2 and b3/b2 increase with the growth of the stage specific speed. Reducing the hub ratio helps to reduce the flow velocity at the impeller inlet and, consequently, reduces hydraulic losses, so it is necessary to select the minimum value of this parameter taking into account the requirements for strength and reliability. Within the studied range, the optimum D3/D2 for ns = 71 and ns = 103 is equal to the minimum and maximum values, respectively; for ns = 137, no clear optimum was identified.

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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

Russian Federation, Saint Petersburg

Alexander A. Zharkovsky

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, Professor of the Higher School of Power Engineering

Russian Federation, Saint Petersburg

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Supplementary files

Supplementary Files
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2. Fig. 1. General view of the calculation model: 1: axial pipe; 2: impeller; 3: last stage diffuser.

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3. Fig. 2. Dependences of hydraulic losses in the impeller on the dhub/D2 parameter for various ns.

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4. Fig. 3. Velocity diagrams in meridian sections of the impeller at various hub ratios and various ns.

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5. Fig. 4. Dependence of hydraulic losses in the impeller on the D0/D2 parameter for various ns.

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6. Fig. 5. Velocity diagrams in meridian sections of the impeller at various D0/D2 ratios and various ns.

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7. Fig. 6. Dependences of hydraulic losses in the diffuser on the b3/b2 for parameter for various ns.

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8. Fig. 7. Diagrams of total pressure in the meridian section of the diffuser at various ratios b3/b2 and various ns.

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9. Fig. 8. Dependences of hydraulic losses in the diffuser on the D3/D2 parameter for various ns.

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10. Fig. 9. Velocity diagrams in the diffuser cross section.

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