On the Question of the Model of the Onset of Vortex Structures in an Isotropic Turbulent Flow

 
PIIS056852810001490-0-1
DOI10.31857/S056852810001490-0
Publication type Article
Status Published
Authors
Affiliation:
P. N. Lebedev Physical Institute of the Russian Academy of Sciences
National Research University Higher School of Economics
Affiliation: P. N. Lebedev Physical Institute of RAS
Journal nameIzvestiia Rossiiskoi akademii nauk. Mekhanika zhidkosti i gaza
EditionIssue 4
Pages39-56
Abstract

   

Keywords
Received09.10.2018
Publication date13.10.2018
Number of characters1381
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1. Taylor G. I. Statistical theory of turbulence // Proc. R. Soc. Lond. A. 1935. V. 151. P. 421–444.

2. Kolmogorov A. N. Lokal'naya struktura turbulentnosti v neszhimaemoj zhidkosti pri ochen' bol'shikh chislakh Rejnol'dsa // Dokl. AN SSSR. 1941. T. 30. № 4. S. 299–303.

3. Kolmogorov A. N. Rasseyanie ehnergii pri lokal'no izotropnoj turbulentnosti // Dokl. AN SSSR. 1941. T. 32. № 1. S. 19–21.

4. Frish U. Turbulentnost'. Nasledie A. N. Kolmogorova. M.: FAZIS, 1998. 343 s.

5. Kuznetsov V. R., Sabel'nikov V. A. Turbulentnost' i gorenie. M.: Nauka, 1986. 288 s.

6. Wallace J. M. Twenty years of experimental and direct numerical simulation access to the velocity gradient tensor: What have we learned about turbulence? // Phys. Fluids. 2009. V. 21. 021301.

7. Kholmyansky M., Tsinober A. On an alternative explanation of anomalous scaling and how well-defined is the concept of inertial range // Phys. Lett. A. 2009. V. 373. P. 2364–2367.

8. Zybin K. P., Sirota V. A., Il'in A. S., Gurevich A. V. Generatsiya melkomasshtabnykh struktur v razvitoj turbulentnosti // ZhEhTF. 2007. T. 132. № 2 (8). S. 510–523.

9. Zybin K. P., Sirota V. A. Model' vytyagivayuschikhsya vikhrej i obosnovanie statisticheskikh svojstv turbulentnosti // UFN. 2015. T. 185. № 6. S. 593–612.

10. Kopiev V. F., Chernyshev S. A. Refraction effect in correlation model of quadrupole noise sources in turbulent jet // AIAA Paper. 2015. 3130.

11. Mikhajlova N. P., Repik E. U., Sosedko Yu. P. Vliyanie chisla Rejnol'dsa na zakon vyrozhdeniya setochnoj turbulentnosti // Izv. RAN. MZhG. 2005. № 5. S. 53–64.

12. Gomes-Fernandes R., Ganapathisubramani B., Vassilicos J. C. Evolution of the velocity-gradient tensor in a spatially developing turbulent flow // J. Fluid. Mech. 2014. V. 756. P. 252–292.

13. Minier J.-P., Chibbaro S., Pope S. B. Guidelines for the formulation of Lagrangian stochastic models for particle simulations of single-phase and dispersed two-phase turbulent flows // Phys. Fluids. 2014. V. 26. 113303.

14. Lebedeva N. A., Osiptsov A. N. Kombinirovannyj lagranzhev metod dlya modelirovaniya osesimmetrichnykh vikhrevykh gazodispersnykh techenij // Izv. RAN. MZhG. 2016. № 5. S. 72–85.

15. Lebedev A. B., Sekundov A. N., Yakubovskij K. Ya. Vozmozhnyj mekhanizm avtokolebanij v kamere, rabotayuschej na zaranee peremeshannoj smesi metana i vozdukha // Izv. RAN. MZhG. 2017. № 3. S. 57–62.

16. Voth G. A., Satyanarayan K., Bodenschatz E. Lagrangian acceleration measurements at large Reynolds numbers // Phys. Fluids. 1998. V. 10. 2268.

17. Xu H., Pumir A., Bodenschatz E. The pirouette effect in turbulent flows // Nat. Phys. 2011. V. 7. P. 709–712.

18. Pumir A., Bodenschatz E., Xu H. Tetrahedron deformation and alignment of perceived vorticity and strain in a turbulent flow // Phys. Fluids. 2013. V. 25. 035101.

19. Chertkov M., Pumir A., Shraiman B.I. Lagrangian Tetrad Dynamics and the Phenomenology of Turbulence // Phys. Fluids. 1999. V. 11. P. 2394–2410.

20. Lojtsyanskij L.G. Mekhanika zhidkosti i gaza. M.: Nauka, 1973. 848 s.

21. Chevillard L., Meneveau C. Lagrangian time correlations of vorticity alignments in isotropic turbulence observations and model predictions // Phys. Fluids. 2011. V. 23. 101704.

22. Klyatskin V.I. Stokhasticheskie uravneniya i volny v sluchajno-neodnorodnykh sredakh. M.: Nauka, 1980. 336 s.

23. Hamlington P. E., Schumacher J., Dahm W. J. A. Local and nonlocal strain rate fields and vorticity alignment in turbulent flows // Phys. Rev. E. 2008. V. 77. 026303.

24. Hamlington P. E., Schumacher J., Dahm W. J. A. Direct assessment of vorticity alignment with local and nonlocal strain rates in turbulent flows // Phys. Fluids. 2008. V. 20. 111703.

25. Shiryaev A. N. Veroyatnost' — 1. M.: MTsNMO, 2004. 574 s.

26. Vladimirov V. S. Uravneniya matematicheskoj fiziki. M.: Nauka, 1981. 512 s.

27. Gel'fand I. M., Shilov G. E. Obobschennye funktsii i dejstviya nad nimi. M.: KDU, 2016. 408 s.

28. Cantwell B. J. Exact solution of a restricted Euler equation for the velocity gradient tensor // Phys. Fluids A. 1992. V. 4. P. 782–793.

29. Kopyev A. V. Degeneracy of velocity strain-rate tensor statistics in random isotropic incompressible flows // Phys. Rev. Fluids. 2018. V. 3. 024603.

30. Shtilman L., Spector M., and Tsinober A. On some kinematic versus dynamic properties of homogeneous turbulence // J. Fluid Mech. 1993. V. 247. 65.

31. Meta M. L. Sluchajnye matritsy. M.: MTsNMO, 2012. 648 s.

32. Korn G., Korn T. Spravochnik po matematike dlya nauchnykh rabotnikov i inzhenerov. M.: Nauka, 1984. 831 s.

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