SHM PROBLEM, A mass of 22 kg and a spring constant of 1289 N/m (the mass is sliding along a horizontal frictionless surface). It started at a distance of +0.5 meters in front of the origin) and it was at rest. What are the fully specified position and velocity equations( x as a function of time, v as a function of time) for this situation? How can you verify that the maximum velocity (found fr9m the velocity equation) is correct( meaning, the maximum velocity should be Aw- how else can you find it? How many times will this mass pass through the equilibrium in, say, 5 minutes? We suddenly “turn on” a damping force with a damping constant of 239 kg/s. What kind of damped system is this? How long will it take to essentially come to rest?
SHM PROBLEM, A mass of 22 kg and a spring constant of 1289 N/m (the mass is sliding along a horizontal frictionless surface). It started at a distance of +0.5 meters in front of the origin) and it was at rest. What are the fully specified position and velocity equations( x as a function of time, v as a function of time) for this situation? How can you verify that the maximum velocity (found fr9m the velocity equation) is correct( meaning, the maximum velocity should be Aw- how else can you find it? How many times will this mass pass through the equilibrium in, say, 5 minutes? We suddenly “turn on” a damping force with a damping constant of 239 kg/s. What kind of damped system is this? How long will it take to essentially come to rest?
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