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In a system with y = 2 and k = 2, a unit mass starts oscillating from the point 1 with initial selocity -2. At t= x/2 the damping coefficient y is changed so that the system undergoes critical damping. Identify the type of damping before t = 1/2. Establish the IVP for the model before and after t = x/2. What is the jump in the position, velocity and acceleration at t = 1/2?

In a system with y = 2 and k = 2, a unit mass starts oscillating from the point 1 with initial selocity -2. At t= x/2 the damping coefficient y is changed so that the system undergoes critical damping. Identify the type of damping before t = 1/2. Establish the IVP for the model before and after t = x/2. What is the jump in the position, velocity and acceleration at t = 1/2?

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Problem 8 In a system with y = 2 and k = 2, a unit mass starts oscillating from the point 1 with initial velocity -2. At t = 7/2 the damping coefficient y is changed so that the system undergoes critical damping. • Identify the type of damping before t = n/2. • Establish the IVP for the model before and after t = T/2. What is the jump in the position, velocity and acceleration at t = 7/2?
Transcribed Image Text:Problem 8 In a system with y = 2 and k = 2, a unit mass starts oscillating from the point 1 with initial velocity -2. At t = 7/2 the damping coefficient y is changed so that the system undergoes critical damping. • Identify the type of damping before t = n/2. • Establish the IVP for the model before and after t = T/2. What is the jump in the position, velocity and acceleration at t = 7/2?
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