And 3 68 By Denoting The Amplitudes Of Relative Velocity And Relative Acceleration Of The Mass Of A Viscously Damped Sys 1 (203.12 KiB) Viewed 57 times
And 3 68 By Denoting The Amplitudes Of Relative Velocity And Relative Acceleration Of The Mass Of A Viscously Damped Sys 2 (1.04 MiB) Viewed 57 times
and 3.68 By denoting the amplitudes of relative velocity and relative acceleration of the mass of a viscously damped system subjected to a harmonic base motion, y(t), as shown in Fig. 3.14, as z Z Ż and 2, respectively, find expressions for the ratios in terms of r and G. The ż ż nondimensional ratios and are called the relative velocity and relative acceleration 0,Y frequency responses of the mass, respectively. WY wy WY
Stadtleb +ë od me lastima +x +x i nema nomooigeib ondanom Sus 2011 +y Do disps sdi to Vans en STEL y(t) = Y sin otk(x - y) c(x - y) Y i - k8 k Base (a) (b) FIGURE 3.14 Base excitation.
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