1.53 Find the equivalent mass of the system shown in Fig. 1.100.

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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1.53 Find the equivalent mass of the system shown in Fig. 1.100.
1.54 Figure 1.101 shows an offset slider-crank mechanism with a crank length r, connecting rod
length 1, and offset 8. If the crank has a mass and mass moment of inertia of m, and J,, respec-
tively, at its center of mass A, the connecting rod has a mass and mass moment of inertia of
me and Je, respectively, at its center of mass C, and the piston has a mass mp, determine the
equivalent rotational inertia of the system about the center of rotation of the crank, point O.
Sphere, mass ms
No slip
Bell crank lever,-
mass moment of
inertia Jo
h.
90°
k₁
m
exxx
x(t)
FIGURE 1.100 A bell crank lever connected to springs and masses.
PROBLEMS 135
Transcribed Image Text:1.53 Find the equivalent mass of the system shown in Fig. 1.100. 1.54 Figure 1.101 shows an offset slider-crank mechanism with a crank length r, connecting rod length 1, and offset 8. If the crank has a mass and mass moment of inertia of m, and J,, respec- tively, at its center of mass A, the connecting rod has a mass and mass moment of inertia of me and Je, respectively, at its center of mass C, and the piston has a mass mp, determine the equivalent rotational inertia of the system about the center of rotation of the crank, point O. Sphere, mass ms No slip Bell crank lever,- mass moment of inertia Jo h. 90° k₁ m exxx x(t) FIGURE 1.100 A bell crank lever connected to springs and masses. PROBLEMS 135
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