The differential equation of a damped vibrating system under the action of an external periodic force is: d^2x/dt^2 + 2m° dx/dx +n^2x = acts pt Show that, if n>m°>0 the complementary function of the differential equation represents vibrations which are soon damped out. Find the particular integral in terms of periodic functions.
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2017-09-03T15:59:14-0400
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