By Gilles Godefroy

ISBN-10: 2738104223

ISBN-13: 9782738104229

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**Example text**

On plotting u(1, e) as indicated in Fig. 2, it is found that u 6 (1, e) =oat six values of e: o

Transformation from (x, Y). 44 II. RY VALUES A closed curve is termed regular if each· sub-arc is rsgu-. lar. meter on a regular curve. Under boundary conditions B, U has a non-null gradient g at each point of its boundary. This gradient is the vector whose components are Ux, UY. sud that its order with respect to a point within it is 1, while the other boundaries of G are sensed so as to have an order of -1 with respect to points within. A boundary point P·at which the gradient does not lie on the tanr;ent and which is not entrant will be termed emerrent.