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[156. Let be Bm (Fig. 9.1) the bottom of the river, CM its upper surface, and let it be assumed that the river flows from C to M, and that its riverbed is of equal width everywhere. Drawing at will the horizontal Qo and the vertical AQ, it is true that we can express the horizontal and vertical velocities of any point o by p and q, that is to say by the functions of QA, as x, and Qo, as z. In addition, it will be found by the methods already explained, that if dq = Adx + Bdz, we will have dp = Bdx − Adz. Therefore, 1st, [It is possible to] know the quantities q and p with a coefficient, as in art.]
Published: Jan 13, 2018
Keywords: Equal Width; River Flow; Vertical Velocity; Undetermined Coefficients; Vertical Force
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