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• Collapsing dynamics of a cavitation bubble between a particle and wall is experimentally investigated with high-speed camera. • Depending on the directions of micro-jets, bubble collapsing behavior could be categorized into three cases. • Four different kinds of transitions among three cases are demonstrated. In the present paper, the collapsing dynamics of a laser-induced cavitation bubble between a spherical particle and a solid wall is fully revealed using a high-speed camera based cavitation experimental system. For the purpose of comparisons, experiments of cases without the presence of the particle are also conducted and demonstrated. Influences of several paramount parameters (including the bubble radius, the particle radius, and the relative positions among the bubble, the particle and wall) on the bubble collapsing dynamics, the motions of bubble boundaries and the positions of the bubble centroid are all investigated. Based on the directions of the micro-jets during the bubble collapse, the bubble collapsing behavior could be categorized into three cases with their primary characteristics revealed. Furthermore, the transitions among three different cases are clearly demonstrated using several examples in terms of high-speed photography. Based on a large amount of experimental data, quantitative discussions on the parameter zone of the identified three typical cases are given in terms of the three non-dimensional parameters. Generally speaking, the particle scale does not show significant influences on the bubble dynamics behavior except some special positions of the bubble. [ABSTRACT FROM AUTHOR]

In the present paper, the interactions between a cavitation bubble and a spherical particle are experimentally investigated with the aid of high-speed camera. The cavitation bubble is generated by a focused laser beam with the bubble size adjusted through energy dissipater. A series of experimental work is conducted with variations of the bubble sizes, the particle sizes and the distance between the bubble and the particle. Based on the collapsing process of cavitation bubble near the particle, three cases (mushroom-shaped, pear-shaped and spherical-shaped collapses) are quantitatively identified and the criterions for separating three cases are also given in terms of non-dimensional parameters. Furthermore, transitions between the aforementioned cases during parameter variations are also shown together with several examples. Finally, some special cases (e.g. collapse of two bubbles near the particle) are also discussed with typical collapsing process shown. [ABSTRACT FROM AUTHOR]

We measure the minimum liquid flow rate Q min to produce steady jetting in gaseous flow focusing with orifices of diameters down to 30 μ m. We compare the results obtained for different diameters and liquids. Using dimensional analysis, we determine the influence of the gas viscosity on this stability limit. For low and moderately low-viscosity liquids, there is an optimum value of the gas viscosity for which Q min reaches its lowest value. This optimum value leads to the minimum jet diameter in front of the discharge orifice. • The stability limit of steady jetting in gaseous flow focusing was measured. • We use the orifice-plate configuration with diameters down to 30 micras. • We use dimensional analysis to study the gas viscosity effect without changing it. • There is an optimum gas viscosity for moderately low viscosity liquids. [ABSTRACT FROM AUTHOR]