References
Beavers, G. S., Joseph, D. D.: Boundary conditions at a naturally permeable wall. J. Fluid Mech.30, 197–207 (1967).
Saffman, P. G.: On the boundary condition at the surface of porous medium. Studies in Appl. Maths.50, 93–101 (1971).
Taylor, G. I.: A model for the boundary condition of a porous material, Pt. 1. J. Fluid Mech.49, 319–326 (1971).
Richardson, S.: A model for the boundary condition of a porous material, Pt 2. J. Fluid Mech.49, 327–334 (1971).
Brinkman, H. C.: Drag theories of permeability, in: The physics of flow through porous media (Scheidegger, A. E., ed.), p.111. University of Toronto Press 1957.
Tam, C. W.: The drag on a cloud of spherical particles in low Reynolds number flow. J. Fluid Mech.38, 537–546 (1969).
Yamamoto, K., Yoshida, Z.: Flow through a porous wall with convective acceleration. J. Phys. Soc. Japan,37, 774–779 (1974).
Yamamoto, K., Iwamura, N.: Flow with convective acceleration through a porous medium. J. Engg. Maths.10, 41–54 (1976).
Ramacharyulu, Pattabhi, N. Ch.: A non-darcian approach to flow through porous media, IC/76/122 Internal Report of I.A.E.A. and U.N.E.S.C.O. (International Centre for Theoretical Phys.) (1976).
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Dev Sarma, B.K. Flow in a horizontal circular cylinder bounded by a porous medium. Acta Mechanica 34, 251–255 (1979). https://doi.org/10.1007/BF01227989
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DOI: https://doi.org/10.1007/BF01227989