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We present experimental and theoretical results concerning immiscible displacements drainage in 2-dimensional permeable media. This is a preview of subscription content, log in via an institution to check access. Rent this article via DeepDyve. Institutional subscriptions. Bear, J. Google Scholar. Bonnet, J. Chandler, R. Fluid Mech.
Chuoke, R. AIME , β De Gennes, P. Guyon, E. Mines 5β6 , 17β Katz, A. Lefebvre du Prey, E. Lenormand, R. CR Acad. Paris , β Stanley, North-Holland, Amsterdam. Paris B , β Mandelbrot, B. Freeman, San Francisco. Marle, C. Nittmann, J. Paterson, L. Saffman, P. A , β Scheidegger, A. Toronto Press. Wilkinson, D. A 16 , β Williams, J. Download references. Camichel, , Toulouse Cedex, France. You can also search for this author in PubMed Google Scholar. Reprints and permissions. Capillary fingering: Percolation and fractal dimension.
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Abstract We present experimental and theoretical results concerning immiscible displacements drainage in 2-dimensional permeable media. Access this article Log in via an institution. Stable and unstable capillary fingering in porous media with a gradient in grain size Article Open access 29 November Evidence for a universal saturation profile for radial viscous fingers Article Open access 23 May References Bear, J.
Google Scholar Bonnet, J. Google Scholar Chandler, R. Google Scholar Chuoke, R. Google Scholar De Gennes, P. Google Scholar Guyon, E. Google Scholar Katz, A. Google Scholar Lefebvre du Prey, E. Google Scholar Lenormand, R. Google Scholar Mandelbrot, B. Google Scholar Marle, C. Google Scholar Nittmann, J. Google Scholar Paterson, L.