SOLVED: A spherical cavity of radius a suddenly forms, never mind how, inside an incompressible (non-viscous) fluid of density p in the absence of gravity. The pressure far away is P. The problem is to determine the time T it takes for the cavity (which is a vacuum) to fill and disappear. (By the way, the problem was first solved by Lord Rayleigh in 1917. Don't worry, you will be asked to only take a couple of steps into the problem.) Because of the spherical symmetry, all physical quantities ar
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