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Water Drops and Cavitation Bubbles in Microgravity 56th International Astronautical Congress 17th October 2005, Fukuoka, Japan D. Obreschkow, P. Kobel,

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Presentation on theme: "Water Drops and Cavitation Bubbles in Microgravity 56th International Astronautical Congress 17th October 2005, Fukuoka, Japan D. Obreschkow, P. Kobel,"— Presentation transcript:

1 Water Drops and Cavitation Bubbles in Microgravity 56th International Astronautical Congress 17th October 2005, Fukuoka, Japan D. Obreschkow, P. Kobel, N. Dorsaz, A. de Bosset, C. Nicollier, and M. Farhat

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3 About cavitation Cavitation bubbles Implosion phenomena Concerned technologies Damage

4 Goal Confined shockwave Observe all liquid jets Interaction with spherical free surface Water Drop Cavitation Bubble

5 Here we go !

6 Part I Water Drop

7 Drop Formation & Fixation

8 Drop Growth 10 mm

9 Drop Oscillations 1/e damp out time = 0.7s

10 Drop-Electrodes Interaction Negligible interaction Repulsion by electrodes Attraction by electrodes

11 Part II Cavitation Bubble

12 It’s really fast !

13 Close-up

14 Stability of Drop and Free Surface

15 Counterjet Geometry Planar free surface (ground experiment) Spherical free surface (microgravity experiment) bubble [Robinson et al. 01] Free Surface High pressure Numerical Simulation

16 Shockwave-Nuclei Interaction 0.0ms0.08ms0.16ms Shockwave Energy Potential Energy Evidence for “Hairjets” = 0.95 (± 0.1)

17 Implosion Process Modified Rayleigh-Plesset equation (empty bubble): R b (t) R d (t)

18 Conclusions Direct Observation of Jet-Pair Counterjet Geometry Change Shockwave Confinement Shockwave Energy Measurement Stable Water Drop Formation Damp Out Oscillations FOLLOW-UP IDEAS: Polarized Light (Schlieren) ! Higher time/space resolution Smaller area of support

19 FLASH & SPLASH !

20 Appendix

21 Flight Maneuver

22 Global Evolution

23 Bubble inside extended volume on ground Rayleigh-Plesset equation (empty bubble)


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