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   <subfield code="a">PLANE IRROTATIONAL FLOW AGAINST A POROUS PLATE</subfield>
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   <subfield code="a">The standard hodograph approach to irrotational flow with a free surface, past a solid obstacle, was extended by Cumberbatch (Q. Jl Mech. appt. Math. 35 (1982)) to the case of a porous plate, or mesh. He introduced a sink distribution at the mesh, satisfying an integral equation of the second airfoil type. Explicit solutions can then be given by quadratures. The present paper shows how the solution to the above case, and also to the case of jet flow against a mesh, can be expressed much more simply, and even in closed form for suitable values of one parameter. Motivation comes from the attempt to model the motion of spray droplets being blown over a row of vines or trees.</subfield>
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