Modelling of a single drop impact onto liquid film using particle method

International Journal for Numerical Methods in Fluids

Volumn 45, Issue 9, 2004, Pages 1009-1023

  Xie, Heng ^a   Koshizuka, Seiichi ^a   Oka, Yoshiaki ^a  

^a UNIVERSITY OF TOKYO   (Japan)

Author keywords

Drop impact; Liquid surface; MPS method; Numerical simulation

Indexed keywords

COMPUTER SIMULATION; FUNCTIONS; MATHEMATICAL MODELS; SURFACE TENSION; VISCOSITY;

LIQUID FILMS;

FLUID DYNAMICS;

DROPLET; FILM; IMPACT; MATHEMATICAL ANALYSIS; MODEL; PARTICLE;

EID: 3242720673     PISSN: 02712091     EISSN: None     Source Type: Journal    
DOI: 10.1002/fld.736     Document Type: Article

References (27)

1. Guo YJ, Mishima K. A non-equilibrium mechanistic heat transfer model for post-dryout dispersed flow regime. Experimental Thermal and Fluid Science 2000; 26:861-869.
2. Cokmez-Tuzla AF, Tuzla K, Chen JC. Characteristics of liquid-wall contact in post-CHF flow boiling. International Journal of Heat and Mass Transfer 2000; 43:1925-1934.
3. Worthington AM. Impact with a liquid surface, studied by the aid of instantaneous photography. Philosophical Transactions of the Royal Society of London 1897; A 189:137-148.
4. Rein M. Phenomena of liquid drop impact on solid and liquid surfaces. Fluid Dynamics Research 1993; 12:61-93.
5. Fukai J, Zhao Z, Poulikakos D. Modeling of the deformation of a liquid droplet impinging upon a flat surface. Physics of Fluids 1993; A 5:2588-2599.
6. Zhao Z, Poulikakos D, Fukai J. Heat transfer and fluid dynamics during the collision of a liquid droplet on a substrate-II. Experiments. International Journal of Heat and Mass Transfer 1996; 39:2791-2802.
7. Kang BS, Lee DH. On the dynamic behavior of a liquid droplet impacting upon an inclined heated surface. Experiment in Fluids 2000; 29:380-387.
8. Kim HY, Chun JM. Recoiling of liquid droplets upon collision with solid surfaces. Physics of Fluids 2001; 13:643-659.
9. Šikalo Š, Marengo M, Tropea C, Ganic EN. Analysis of impact of droplets on horizontal surfaces. Experimental Thermal and Fluid Science 2002; 25:503-510.
10. Zapalowicz Z. Critical contact Weber number for toluene droplets dropping onto the heated wall surface. Experimental Thermal and Fluid Science 2002; 25:523-528.
11. Harlow FH, Welch JE. Numerical calculation of time-dependent viscous incompressible flow of fluid with free surface. Physics of Fluids 1965; 8:2182-2189.
12. Trapaga G, Szekely J. Mathematical modeling of the isothermal impingement of liquid droplets in spray processes. Metallurgical Transactions B 1991; 22:901-914.
13. Fukai J, Shiiba Y, Yamamoto Y et al. Wetting effects on the spreading of a liquid droplet colliding with a flat surface: experiment and modeling. Physics of Fluids 1995; 7:236-247.
14. Yarin AL, Weiss DA. Impact of drops on solid surfaces: self-similar capillary waves, and splashing as a new type of kinematic discontinuity. Journal of Fluid Mechanics 1995; 283:141-173.
15. Bussmann M, Chandra S, Mostaghimi DJ. Modeling the splash of a droplet impacting a solid surface. Physics of Fluids 2000; 12:3121-3132.
16. Rein M. The transitional regime between coalescing and splashing drops. Journal of Fluid Mechanics 1996; 306:145-165.
17. Liow JL. Splash formation by spherical drops. Journal of Fluid Mechanics 2001; 427:73-105.
18. Weiss DA, Yarin AL. Single drop impact onto liquid films: neck distortion, jetting, tiny bubble entrainment, and crown formation. Journal of Fluid Mechanics 1999; 385:229-254.
19. Hobbs PV, Osheroff T. Splashing of drops on shallow liquids. Science 1967; 158:1184-1186.
20. Macklin WC, Hobbs PV. Subsurface phenomena and the splashing of drops on shallow liquids. Science 1969; 166:107-108.
21. Wang AB, Chen ChCh. Splashing impact of a single drop onto very thin liquid films. Physics of Fluids 2000; 12:2155-2158.
22. Manzello SL, Yang JC. An experimental study of a water droplet impinging on a liquid surface. Experiments in Fluids 2002; 32:580-589.
23. Koshizuka S, Oka Y. Moving-particle semi-implicit method for fragmentation of incompressible fluid. Nuclear Science and Engineering 1996; 123:421-434.
24. Koshizuka S, Oka Y. Numerical analysis of breaking waves using the moving particle semi-implicit method. International Journal for Numerical Methods in Fluids 1998; 26:751-769.
25. Koshizuka S, Yoon HY, Yamashita D, Oka Y. Numerical analysis of natural convection in a square cavity using MPS-MAFL. Computational Fluid Dynamics Journal 2000; 8:485-494.
26. Nomura K, Koshizuka S, Oka Y et al. Numerical analysis of droplet breakup behavior using particle method. Journal of Nuclear Science and Technology 2001; 38:1057-1064.
27. Brackbill JU, Kothe DB, Zemach C. A continuu method for modeling surface tension. Journal of Computational Physics 1992; 100:335-354.