Сибирский государственный университет
науки и технологий имени академика М.Ф. Решетнева

1. Gahun G. G., Baulin. V. I., Volodin V. A. et al.
Konstrukciya i proektirovanie zhidkostnyh raketnyh dvigateley
[Construction and design of liquid rocket engines].
Moscow, Mashinostroenie Publ., 1989, 424 p.
2. Lord R. On the pressure developed in a liquid during
the collapse of a spherical cavity. Phil. Mag. 1917,
No. 34 (200), P. 94–98.
3. ANSYS CFX Tutorial Guide. Chapter 28: Drop
Curve for Cavitating flow in a Pump. ANSYS Inc. Release
15.0.
4. Kudryashov N. A., Sinelshchikov D. I. Analytical
solutions of the Rayleigh equation for empty and gasfilled
bubble. J. Phys. A: Math. Theor. 2014. No. 47.
P. 405202.5.
5. Mancas Stefan C., Rosu Haret C. Cavitation of
spherical bubbles: closed-form, parametric, and numerical
solutions. Physics of Fluids. 2016.
6. Afanasyev A. A., Demyanenko Yu. V., Popkov A.
N. [Application of the Rayleigh-Plesset cavitation model
for studying the flow of cryogenic liquid in the paths of a
screw-center-run pump]. Vestnik voronezhskogo gos.
tekhn. un-ta. 2017, Vol. 12, No. 2, P. 44–49 (In Russ.).
7. Kazyonnov I. S., Kanalin Yu. I., Poletaev N. P.,
Chernysheva I. A. [Modeling of the breakdown cavitation
characteristics of a booster turbopump unit and comparison
of experimental and numerical results]. Vestnik
samarskogo gos. aerokosmich. un-ta im. ak.
S. P. Koroleva (Nats. issled. un-ta). 2014, No. 5-1 (47),
P. 188–198 (In Russ.).
8. Bakir F., Rey R., Gerber A. G., Belamri T., Hutchinson
B. Numerical and Experimental Investigations of
the Cavitating Behavior of an Inducer. International
Journal of Rotating Machinery. 2004, No. 10, P. 15–25.
9. Dupont P., Okamura T. Cavitating Flow Calculations
in Industry. International Journal of Rotating Machinery.
2003, No. 9 (3), P. 163–170.
10. Pierrat D., Gros L., Couzinet A., Pintrand G. On
the Leading Edge Cavitation In a Helico-centifugal Pump:
Experimental and Numerical Investigations. 3rd IAHR
International Meeting of the Workgroup on Cavitation
and Dynamic Problems in Hydraulic Machinery and Systems.
October 14–16, 2009, Brno, Czech Republic.
11. Application of modified k-ω model to predicting
cavitating flow in centrifugal pump / Hou-lin Liu*, Dongxi
Liu, Yong Wang, Xian-fang WU, Jian Wang // Water
Science and Engineering. 2013, No. 6(3), P. 331–339.
12. Rafael Campos-Amezcua, Sofiane Khelladi,
Zdzislaw Mazur-Czerwiec, Farid Bakir, Alfonso Campos-
Amezcua and Robert Rey (2011). Numerical and Experimental
Study of Mass Transfer Through Cavitation in
Turbomachinery, Mass Transfer – Advanced Aspects,
Dr. Hironori Nakajima (Ed.), InTech.
13. Hanimann L., Mangani L., Casartelli E., Widmer
M. Cavitation modeling for steady-state CFD simulations.
IOP Conf. Ser.: Earth Environ. 2016.
14. Denghao Wu, Yun Ren, Jiegang Mou, Yunqing
Gu, Lanfang Jiang. Unsteady Flow and Structural Behaviors
of Centrifugal Pump under Cavitation Conditions.
Chinese. Journal of Mechanical Engineering. 2019.
15. Pei Ji1, Yin Tingyun1, Yuan Shouqi1, Wang Wenjie1,
Wang Jiabin. Cavitation Optimization for a Centrifugal
Pump Impeller by Using Orthogonal Design
of Experiment. Chinese Journal of Mechanical Engineering.
2017, Vol. 30, No. 1, P. 103.