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Homework Statement
2 masses, are attached to a spring as follows: (trying my best to illustrate)
[M1]----[M2] (the ---- represents a spring between 2 masses)
M1 = 0.25kg
M2 = 0.5kg
The spring is compressed 0.08m, and then the 2 masses are released simultaneously. If the kinetic friction coefficient between the masses and the floor(both masses are of same material) is 0.1 and the spring has a spring constant of 3.85N/m, what is the maximum speed M1 and M2 can reach upon release?
Homework Equations
fk = 0.1 mg
Ws = 0.5 k x2
The Attempt at a Solution
I can calculate the speeds if there's no friction. The system can be viewed as a system of linear momentum, and that the energy of the spring is being transferred to 2 masses, initially at rest, and M1v1 + M2v2 = 0
After which, I can use conservation of kinetic energy to solve for v1 and v2. But with friction, which is a force, I do not know how to include it in these equations with the absence of a time variable. Any guidance would be appreciated!