Annotation |
The increase in the efficiency and competitiveness of mining enterprises is limited by the insufficient efficiency and adaptability of the currently used centrifugal pumps.
Using the vortex theory of turbomachines, Theorems Stokes’ and Helmholtz, the principles of hydrodynamic analogy and superpositions, a mathematical model of the hydrodynamic calculation of centrifugal pumps with adaptive vortex sources integrated into the impeller blades is obtained. A significant influence on the hydrodynamic parameters and adaptability of pumps of the energy characteristics of adaptive vortex sources has been proved. Criteria for the similarity of the hydrodynamic process of fluid flow in the interscapular channels of impellers and adaptive vortex sources and their influence on the hydrodynamic characteristics of pumps are obtained. Mathematical and experimental modeling uses a regression equation to calculate the parameters of vortex chambers and their impact on the efficiency and adaptability of pumps. The optimal geometric parameters of the vortex chambers, the diameter of which does not exceed 5…7 % of the impeller diameter, increase the hydrodynamic loading by at least 13 %, the nominal efficiency. not less than 6 %, adaptability not less than 8 %.
On the basis of the proposed developed mathematical model, after the positive test results obtained on the laboratory pump K 20/30, tests were carried out on the CNS 300-300 pump
|
Article information |
Makarov V., Potapov V., Churakov E., Makarov N. Ways to improve the energy efficiency of shaft centrifugal pumps // Transbaikal State University Journal, 2021, vol. 27, no. 5, pp. 6–35. DOI: 10.21209/2227-9245-2021-27-5-26-35. |
References |
1. Zakharova A. G., Lobur I.A., Shauleva N. M., Borovttsov V. A. Vestnik Kuzbasskogo gosudarstvennogo tehnicheskogo universiteta (Bulletin of the Kuzbass State Technical University), 2016, no. 6, pp. 152–158.
2. Kopylov K. N., Kubrin S. S., Reshetniak S. N. Gorny informattsionno-analiticheskiy billyuten (Mining information and analytical bulletin), 2017, no.3, pp. 97–105.
3. Maliushenko V. V., Mikhailov A. K. Konstruktsii i raschet tsentrobezhnyh nasosov vysokogo davleniya (Design and calculation of high pressure centrifugal pumps.). Moscow: Mechanical engineering, 1971. 304 p.
4. Palamarchuk N. V., Timokhin Yu. V., Potiugov S. I. Progressivnoe oborudovanie shahtnyh stattsionarnyh ustanovok: Sbornik nauchnyh trudov (Advanced equipment for mine stationary installations. Collection of scientific papers). Donetsk: VNIIGM, 1989, pp. 111–115.
5. Popov V. M. Shahtnye nasosy (teoriia, raschet i ekspluatattsiia): Spravochnoe posobie (Mine pumps (theory, calculation and operation). Moscow: Subsoil, 1993. 224 p.
6. Budea S. Revista de Chimie (Revista de Chimie), 2016, pp. 1322–1326.
7. Ding H., Li Z., Gong X., Li M. Vacuum (Vacuum), 2019, vol. 159, pp. 239–246.
8. Guo М., Choi Y.-D. KSFM Journal of Fluid Machinergy (KSFM Journal of Fluid Machinergy), 2020, vol. 23, no. 2, pp. 42–50.
9. Peng G., Chen Q., Zhou L., Pan B., Zhu Y. Micromachines (Micromachines), 2020, vol.11, iss. 9. DOI:10.3390/mi11090811.
10. Posa А, Lippolis А, Balaras E. Journal of Fluids Engineering (Journal of Fluids Engineering), 2016, pp. 121101-1–121101-13.
11. Ye W., Luo X., Huang R., Jiang Z., Li X., Zhu Z. Proceedings of the Institution of Mechanical Engineers Part A Journal of Power and Energy (Proceedings of the Institution of Mechanical Engineers Part A Journal of Power and Energy), 2019, pp.1–15. DOI: 10.1177/0957650919830188. |