AI Chat Paper
Note: Please note that the following content is generated by AMiner AI. SciOpen does not take any responsibility related to this content.
{{lang === 'zh_CN' ? '文章概述' : 'Summary'}}
{{lang === 'en_US' ? '中' : 'Eng'}}
Chat more with AI
Article Link
Collect
Submit Manuscript
Show Outline
Outline
Show full outline
Hide outline
Outline
Show full outline
Hide outline
Research Article

Factors affecting the formation of a cumulative jet after the collapse of a vapor bubble in a subcooled liquid

Anatoliy A. Levin1,2( )Alexei S. Safarov1,2Andrey A. Chernov1,3
Laboratory of Physical and Technical Basics of Energy, Novosibirsk State University, Novosibirsk 630090, Russia
Laboratory for Dynamics of Steam-Generating Systems, Melentiev Energy Systems Institute SB RAS, Irkutsk 664033, Russia
Laboratory of Synthesis of New Materials, Kutateladze Institute of Thermophysics SB RAS, Novosibirsk 630090, Russia
Show Author Information

Graphical Abstract

Abstract

This paper presents the results of numerical simulation of the dynamics of a vapor bubble at the end of an optical fiber. The bubble appears as a result of the absorption of laser radiation energy by water. Our model is prototyped by the level-set model that describes the movement of two phases (water and vapor) and the interface position. For the closing relationships we used the previously obtained experimental data of nucleus formation. Numerical calculations are based on our earlier hypothesis about the predominant influence of the hydrodynamic pattern on the formation and characteristics of the cumulative jet. We determined the influence of the hydrophilicity of the optical fiber surface on the pulse magnitude of the cumulative jet. The influence of the salt impurity content on the jet formation happened to be predictably small due to the insignificant change in the aqua solute viscosity. To confirm the correct understanding of the mechanics of the ongoing hydrodynamic processes, we compared the results of numerical simulation with the theoretical estimate for the velocity obtained for a cumulative jet. The results of the numerical simulation obtained in this work indicate the decisive influence of the properties of the optical fiber surface, since the variability of the velocity of the cumulative jet depending on the wettability and geometry of the end-face was at least 50%.

References

 

Brujan, E. A., Takahira, H., Ogasawara, T. 2019. Planar jets in collapsing cavitation bubbles. Experimental Thermal and Fluid Science, 101: 48–61.

 

Chernov, A. A., Guzev, M. A., Pil’nik, A. A., Adamova, T. P., Levin, A. A., Chudnovskii, V. M. 2021. The effect of secondary boiling on the dynamics of a jet formed during vapor-bubble collapse induced by laser heating of a liquid. Doklady Physics, 66: 325–328.

 

Chernov, A. A., Pil’nik, A. A., Levin, A. A., Safarov, A. S., Adamova, T. P., Elistratov, D. S. 2022. Laser-induced boiling of subcooled liquid: Influence of the radiation power on the vapor bubble nucleation and growth. International Journal of Heat and Mass Transfer, 184: 122298.

 

Chernov, A. A., Pil’nik, A. A., Vladyko, I. V., Lezhnin, S. I. 2020. New semi-analytical solution of the problem of vapor bubble growth in superheated liquid. Scientific Reports, 10: 16526.

 

Chudnovskii, V. M., Levin, A. A., Yusupov, V. I., Guzev, M. A., Chernov, A. A. 2020. The formation of a cumulative jet during the collapse of a vapor bubble in a subcooled liquid formed as a result of laser heating. International Journal of Heat and Mass Transfer, 150: 119286.

 

Cui, P., Zhang, A. M., Wang, S., Khoo, B. C. 2018. Ice breaking by a collapsing bubble. Journal of Fluid Mechanics, 841: 287–309.

 
Dervieux, A., Thomasset, F. 1979. A finite element method for the simulation of a Rayleigh–Taylor instability. In: Lecture Notes in Mathematics: Approximation Methods for Navier–Stokes Problems. Rautmann, R., Ed. Berlin, Heidelberg: Springer Berlin Heidelberg, 145–158.
 

Dijkink, R., Le Gac, S., Nijhuis, E., van den Berg, A., Vermes, I., Poot, A., Ohl, C. D. 2008. Controlled cavitation-cell interaction: Trans-membrane transport and viability studies. Physics in Medicine and Biology, 53: 375–390.

 

Forster, H. K., Zuber, N. 1954. Growth of a vapor bubble in a superheated liquid. Journal of Applied Physics, 25: 474–478.

 

George, S. D., Chidangil, S., Mathur, D. 2019. Minireview: Laser- induced formation of microbubbles—biomedical implications. Langmuir, 35: 10139–10150.

 

Inam, S., Lappa, M. 2022. Hybrid forced-buoyancy convection in a channel with a backward facing step. International Journal of Heat and Mass Transfer, 194: 122963.

 

Lavrentiev, M. A., Shabat, B. V. 1973. Problems of Hydrodynamics and Their Mathematical Models. Moscow: Nauka.

 
Lee, W. H. 1980. A pressure iteration scheme for two-phase flow modeling. In: Multiphase Transport: Fundamentals, Reactor Safety, Applications. Veziroglu, T. N., Ed. Hemisphere Publishing, 407–432.
 

Levin, A., Khan, P. 2019. Characteristics of nucleate boiling under conditions of pulsed heat release at the heater surface. Applied Thermal Engineering, 149: 1215–1222.

 

Levin, A., Khan, P. 2021. Intensification of non-stationary nucleate boiling at increasing flow velocity. Heat Transfer Engineering, 43: 388–396.

 

Miyatake, O., Tanaka, I., Lior, N. 1997. A simple universal equation for bubble growth in pure liquids and binary solutions with a nonvolatile solute. International Journal of Heat and Mass Transfer, 40: 1577–1584.

 

Mohammadzadeh, M., Gonzalez-Avila, S. R., Liu, K., Wang, Q. J., Ohl, C. D. 2017. Synthetic jet generation by high-frequency cavitation. Journal of Fluid Mechanics, 823: R3.

 

Ohl, C. D., Arora, M., Dijkink, R., Janve, V., Lohse, D. 2006. Surface cleaning from laser-induced cavitation bubbles. Applied Physics Letters, 89: 074102.

 

Padilla-Martinez, J. P., Berrospe-Rodriguez, C., Aguilar, G., Ramirez-San-Juan, J. C., Ramos-Garcia, R. 2014. Optic cavitation with CW lasers: A review. Physics of Fluids, 26: 122007.

 

Plesset, M. S., Zwick, S. A. 1952. A nonsteady heat diffusion problem with spherical symmetry. Journal of Applied Physics, 23: 95–98.

 

Prosperetti, A. 2017. Vapor bubbles. Annual Review of Fluid Mechanics, 49: 221–248.

 

Robinson, A. J., Judd, R. L. 2004. The dynamics of spherical bubble growth. International Journal of Heat and Mass Transfer, 47: 5101–5113.

 

Robles, V., Gutierrez-Herrera, E., Devia-Cruz, L. F., Banks, D., Camacho-Lopez, S., Aguilar, G. 2020. Soft material perforation via double-bubble laser-induced cavitation microjets. Physics of Fluids, 32: 042005.

 

Starinskiy, S. V., Shukhov, Y. G., Bulgakov, A. V. 2017. Laser-induced damage thresholds of gold, silver and their alloys in air and water. Applied Surface Science, 396: 1765–1774.

 

Tanasawa, I. 1991. Advances in condensation heat transfer. Advances in Heat Transfer, 21: 55–139.

 

Thoroddsen, S. T., Takehara, K., Etoh, T. G., Ohl, C. D. 2009. Spray and microjets produced by focusing a laser pulse into a hemispherical drop. Physics of Fluids, 21: 112101.

 

Wang, Q., Gu, J., Li, Z., Yao, W. 2017. Dynamic modeling of bubble growth in vapor–liquid phase change covering a wide range of superheats and pressures. Chemical Engineering Science, 172: 169–181.

 

Zudin, Y. B. 2019. Non-equilibrium Evaporation and Condensation Processes. Springer.

Experimental and Computational Multiphase Flow
Pages 395-407
Cite this article:
Levin AA, Safarov AS, Chernov AA. Factors affecting the formation of a cumulative jet after the collapse of a vapor bubble in a subcooled liquid. Experimental and Computational Multiphase Flow, 2024, 6(4): 395-407. https://doi.org/10.1007/s42757-023-0177-7

75

Views

0

Crossref

0

Web of Science

0

Scopus

Altmetrics

Received: 26 May 2023
Revised: 31 August 2023
Accepted: 09 September 2023
Published: 06 March 2024
© Tsinghua University Press 2024
Return