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By Fowles G.R., Cassiday G.L.

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Meth. Aer on. FI. , Reading , (1981). Ais o NLR MP 8 100 7 U. (28) Schippers, H. : "On the evaluation of aerodynamic influ e nce c oefficients", Pap er pr ese nt ed a t this seminar . W . : "An approximat e met hod for computing inv iscid vortex wake r ol l-up", NLR TR 85149 U (1985). [ 30) Hoe ijmakers, H. W. : "An ap prox i :nat e method f or computing th e fl ow abo ut slender conf igura t ions with vo r t ex- flo w s e pa ra tion" , NLR TR 8601 1 U (1 986) . , Pi e rs , W. , Slooff , J. : "Boundary i nt eg ra I method f or the computation of potential f l ow a bou t sh ip confi gurations wit h l i f t a nd f r e e surfa c e e f fe ct s ", NLR TR 851 42 U ( 1985) .

2. The boundary co nditions are the followi ng (see fig ure 1), by (2) : 44 k cst . (3) AB u = H( t ), BC = y( t ) u eosy E: cosa au aT = CD u =y( t ) , DE u , = k ( t) , au see (3 ), [8) , an au an= EA O (4 ) 3. AP PLI CATlO N OF THE BEM TO TH E 2d POTEN Tl AL PROBLEM5 3. 1. ff qI' * . u ar i = eo l l oea tion no de f = f u U f q : th e boun da ry o f t he Q domai n wit h u = u q =q on f u on I'q ( Di r i e h I e t eo nd i t i on ) , ( Ne uma n e ondi tio n) . ) + n ( y- y . ) l x Y l (x - x. 2.

G. pressure wave propagation in a semi-infinite fluid domain, indicate that t ime-stepping boundary element techniques are avery effi cient way of dealing with transient problems. INTROOUCTION Most of the research carried out so far on boundary element methods is concerned with the solution of elliptic and parabolic-type differential equations , and the large number of investigations that have been performed in this area show that the boundary element method is an efficient technique for treating these types of problems.

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