Abstract
The measurements of 2-dimensional cavity distributions in cavitating jet are carried out. The cavity distributions are time-averaged distributions and they are expressed by probability density distribution. The probability density distribution is obtained by processing the instantaneous photographs of cavitating jets that are taken by the shadowgraph method. By evaluating the cavity lengths obtained by the probability density distribution, the existence of the point that the value of probability density is decreased rapidly is shown. It is also shown that the pressure of the point is equal to the pressure that the cavity is generated initially.
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