2. (4 pts) The magnitude of the inertance frequency response function of a very light damped single degree of freedom system is presented in Fig. 2. a) Obtain the natural frequency in rad/s and Hz. b) Calculate the mass and the stiffness of the system. Hint Because the system is very light damped, you can consider that the damped frequency is equal to the natural frequency. 5 41 2 20 40 60 Hz 80 100 120 Fig. 2 The magnitude of the inertance frequency response function of a single degree of freedom system

Elements Of Electromagnetics
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2. (4 pts) The magnitude of the inertance frequency response function of a very light
damped single degree of freedom system is presented in Fig. 2.
a) Obtain the natural frequency in rad/s and Hz.
b) Calculate the mass and the stiffness of the system.
Hint Because the system is very light damped, you can consider that the damped
frequency is equal to the natural frequency.
5
41
2
20
40
60
Hz
80
100
120
Fig. 2 The magnitude of the inertance frequency response function of a single
degree of freedom system
Transcribed Image Text:2. (4 pts) The magnitude of the inertance frequency response function of a very light damped single degree of freedom system is presented in Fig. 2. a) Obtain the natural frequency in rad/s and Hz. b) Calculate the mass and the stiffness of the system. Hint Because the system is very light damped, you can consider that the damped frequency is equal to the natural frequency. 5 41 2 20 40 60 Hz 80 100 120 Fig. 2 The magnitude of the inertance frequency response function of a single degree of freedom system
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