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(Solved): Determine the frequency response of the following system; i.e. (x)/(Y) versus (\omega )/(\omega _(n) ...



Determine the frequency response of the following system; i.e. (x)/(Y) versus (\omega )/(\omega _(n)), and then plot it. x is the amplitude of the mass displacement and Y is the amplitude of the base motion. \omega _(n) is the natural frequency of the system, and \omega is the excitation frequency associated with the motion of the base, y(t). Hint: Make sure to start the problem correctly as such below, and follow the style of the example I did in my presentation: Apply Newton's law of motion: \sum hat(l)_(x)=mhat(l) Assume x>y =>mx^(?)=-kx-c(x^(?)-y^(?)) =>mx^(?)+cx^(?)+kx-chat(y) =>mx^(¨)+cx^(?)+kx=c\omega Ycos\omega t =>mx^(?)+cx^(?)+kx=c\omega Ysin((\pi )/(2)-\omega t)


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