Kelvin, William Thomson, Baron, 1824-1907, Darwin, George Howard, Sir, 1845-1912, Tait, Peter Guthrie, 1831-1901 · Cambridge [Eng.] : University Press · leaf 421
apidly. Neglecting inertia of the knife-edges and gimbal-ring we have /=/ in (20), and supposing the levels of the knife-edges to be thesame, we have E = F. Thus its determinantal equation is (/A2+E)2 + <72A2 = 0. A similar result,expressed by the same equations of motion, is obtained by… … Two freedoms, < ne azimuthal the other inclinationai, both unstable without, both stable with,rapid rotation of the fly-wheel. DYNAMICAL LAWS AND PRINCIPLES.
Calculators · Mechanics, Analytic · Tides
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