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Stability in aviation : an introduction to dynamical stability as applied to the motions of aeroplanes (1911)

Bryan, George Hartley, 1864-1928 · London : Macmillan · leaf 175

An illustration from Stability in aviation : an introduction to dynamical stability as applied to the motions of aeroplanes, 1911, leaf 175
LATERAL STABILITY 159 VIII Taking Fig. .37 as representing the seetion uf the wings in the plane of {y, z), R any point on the wing on the positive side of the plane of {x, y), GQ a perpendicular on the wing AP produced, let RP = p, PQ = e, so that RQ = z cos fi - ;/ sin i3 - p + e, RP = :. sec /3… … With this notation the determinantal equation becomes _ W _W sin 6 fKUy\ W cos d/KU<j\ /"sin^ ^(/,S" + T, + 'Kg KW^g\ X KUg + 2 ffjip sin (i cos ^dS' - xT, - Up + e) sin ^dS\ FX^ - |(p + e) sin ^dS', KUg KUg -2 I ppip + e) COS ^dS', BX Up sin IS cos ^dS' - xT, + x'-T KUg KUg jfipip + e) cos fidS',…

Stability of aeroplanes

Internet Archive · Gerstein - University of Toronto · Public domain (published before 1931). Free to use for anything.

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