Abstract

The dynamics of microscopic bubbles in insulating liquids is investigated by optical methods. Each bubble is created by a fast and localized injection of electrical energy (/spl sim/nJ) initiated by a very high divergent electric field. Current pulse, bubble dynamics and emitted pressure waves are simultaneously measured as a function of hydrostatic pressure P/sub /spl infin// (in the range 0.1-10 MPa), temperature (in the range 20-100/spl deg/C) and nature of hydrocarbon liquids. Then, the distribution of energy is calculated and compared to available theories. The main results are: i) a bubble is formed whatever the temperature and the applied pressure, including those above the critical pressure P/sub c/ of the fluid, and ii) for P/spl infin/ > P/sub c/, the maximum bubble size can be calculated from an evaluation of an equivalent (a latent heat has no meaning above P/sub c/). In this case, the thermodynamic model uses an extrapolation of the saturated vapor pressure curve to define the conditions of change (i.e. a phase of smaller density than the liquid one).

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