Consider a mass-spring system excited by a unit step function (the Heaviside function). mx + kx...

 

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Consider a mass-spring system excited by a unit step function (the Heaviside function). mx + kx = $(t) The Heaviside function is given by: $(t) = 0; t < 0 1; t 20 Determine x(t) via convolution. Consider a mass-spring system excited by a unit step function (the Heaviside function). mx + kx = $(t) The Heaviside function is given by: $(t) = 0; t < 0 1; t 20 Determine x(t) via convolution.

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The given system is described by the differential equation m xt k xt t where t is the Heaviside step function which is 0 for t 0 and 1 for t 0 The tas... View the full answer