On the origin of chains of cavities in the rotating flow between cylinders
Amromin E.L.1
1Federal Way WA, USA
Email: Amromin@aol.com

PDF
Cavitation between rotating and immobile cylinders appears in the form of a regular chain of bubbles. The bubble sizes are practically equal, as well as the distances between the bubbles and their azimuthal locations. Though such a form of cavitation has been observed in numerous experiments (in particular, in the experiments with bearings), its nature was not clarified. The presented analysis shows that breakdown of the flow axial symmetry due to displacement of the axis of one of cylinders leads to the regular wave-similar three-dimensional flow perturbations. Their "wavelength" is predetermined by the minimal gap between cylinders. Though the flow between cylinders is not curl-free, these perturbations can be determined with the use of a velocity potential. Keywords: Cavitation, circular cylinders, misaligned cylinders, non-viscous flow.
  1. A.A. Monakhov, V.M. Chernyavski, Y. Shtemler. Phys. Fluids, 25, 093102 (2013)
  2. A. Harnoy. Bearing Design in Machinery (Taylor \& Francis. Bosa Roca, US, 2002)
  3. V.R. Nosov, J. Gomez-Mancilla, J.A. Meda-Campana. Water Sci. Techn., 64, 593 (2011)
  4. T. Tang, N. Morris, J. Coupland. J. Physics: Conference Series, 656, 012119 (2015)
  5. V. Shinde, N. Padawale, H. Tambat. ARPN J. Eng. Appl. Sc., 11, 7936 (2016)
  6. Y. Song, X. Ren. ASME J. Tribology, 137, 011701 (2015)
  7. D.Y. Dhande, D.W. Pande. J. King Saud University --- Eng. Sc., 30, 345 (2018)
  8. P. Reinke, M. Schmidt, T. Beckmann. Phys. Fluids, 30, 104101 (2018)
  9. D. Dowson, C.M. Taylor. Ann. Rev. Fluid Mech., 11, 35 (1979)
  10. M.J. Braun, W.M. Hannon. Proceedings of the Inst. Mech. Eng., Part J: J. Eng. Tribology, 224, 839 (2010)
  11. E.L. Amromin, S.I. Kovinskaya. J. Fluids Structures, 34, 84 (2012)
  12. E.L. Amromin. Intern. J. Multiphase Flows, 124, 103188 (2020)
  13. G. Korn, T. Korn. Spravochnik po matematike (Nauka, M., 1970) (in Russian)
  14. E.L. Amromin, G.Yu. Stepanov, Yu.S. Timoshin. ZhTF, 65 (10), 13 (1995) (in Russian)
  15. D. Batchelor. Vvedeniye v dinamiku zhidkosti (Mir, M., 1973) (in Russian)
  16. E.L. Amromin. MZhG Izvestiya AN SSSR, 20, 871 (1985)
  17. G.Yu. Stepanov. Izbrannyye voprosy sovremennoy mekhaniki (IM MGU, 1982), p. 5
  18. O. Coutier-Delgosha, F. Deniset, J.A. Astolfi, J.-B. Leroux. ASME J. Fluids Eng., 129, 279 (2007)
  19. L.V. Gogish, G.Yu. Stepanov. Otryvnyye i kavitatsionnyye techeniya (Nauka, M., 1990)
  20. M.L. Billet, J.W. Holl. ASME J. Fluids Eng., 103, 405 (1981)
  21. G.Yu. Stepanov. Trudy MIAN, 186, 31 (1989) (in Russian)
  22. S. Dabiri, W.A. Sirignano, D.D. Joseph. Physics of Fluids, 22 (4), 042102 (2010)
  23. A.A. Monakhov, V.D. Kotelkin. Izv. RAN. MZhG, 3, 81 (2017)
  24. A. Znidarcic, O. Coutier-Delgosha, M. Marquillie, M. Dular. J. Physics: Conf. Series, 656, 012143 (2017)

Подсчитывается количество просмотров абстрактов ("html" на диаграммах) и полных версий статей ("pdf"). Просмотры с одинаковых IP-адресов засчитываются, если происходят с интервалом не менее 2-х часов.

Дата начала обработки статистических данных - 27 января 2016 г.

Publisher:

Ioffe Institute

Institute Officers:

Director: Sergei V. Ivanov

Contact us:

26 Polytekhnicheskaya, Saint Petersburg 194021, Russian Federation
Fax: +7 (812) 297 1017
Phone: +7 (812) 297 2245
E-mail: post@mail.ioffe.ru