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Open AccessReport10.2172/285487

Mobilization of trapped foam in porous media

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TL;DRAbstract

Usually, foam in a porous medium flows through a small and spatially varying fraction of available pores, while the bulk of it remains trapped. The trapped foam is under a pressure gradient corresponding to the pressure gradient imposed by the flowing foam and continuous wetting liquid fractions. The imposed pressure gradient and coalescence of the stationary foam lamellae create periodic flow channels in the trapped foam region. Each of these channels flows briefly, but it eventually plugs, while another flow channel opens elsewhere, only to be plugged again by the finer bubbles pushed into the trapped region. This results in a cycling of flow channels that open and close throughout the trapped foam. The dynamic behavior of foam trapped in porous media has been modeled here with a pore network simulator. The simulator also predicts the magnitude of the pressure drop along a trapped foam region necessary to generate a flow channel through it. The mobilization pressure drop depends only

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Usually, foam in a porous medium flows through a small and spatially varying fraction of available pores, while the bulk of it remains trapped. The trapped foam is under a pressure gradient corresponding to the pressure gradient imposed by the flowing foam and continuous wetting liquid fractions. The imposed pressure gradient and coalescence of the stationary foam lamellae create periodic flow channels in the trapped foam region. Each of these channels flows briefly, but it eventually plugs, while another flow channel opens elsewhere, only to be plugged again by the finer bubbles pushed into the trapped region. This results in a cycling of flow channels that open and close throughout the trapped foam. The dynamic behavior of foam trapped in porous media has been modeled here with a pore network simulator. The simulator also predicts the magnitude of the pressure drop along a trapped foam region necessary to generate a flow channel through it. The mobilization pressure drop depends only

Keywords

Porous mediumCoalescence (physics)Pressure gradientMechanicsPressure dropMaterials scienceWettingPorosity

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