Abstract
The changes in pressure, velocity, and energy of a liquid particle emanating from a submerged jet and flowing towards and through a porous medium are predicted. An expression is developed for the volumetric rate of flow of a liquid from a jet entering a porous medium, and the rate is shown to vary less than 20% when the distance from the jet nozzle to the porous medium is doubled. The pressure at any level in a compressible porous medium subjected to an initial uniform flow is determined. The distribution of flow within a layer of wool that is impinged upon by a submerged jet is found to be Gaussian, and photographic evidence shows the spread of the flow as it emerges from the downstream surface.
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