The thin-walled tube of mass m rotates around its axis and next to it there
Such a tube is initially stationary on a rut
horizontal (drawn) .Friction coefficient between all adjacent surfaces
and equal
μ =2
. Calculate the motion acceleration of the original tube
Answer
We know
The friction force depends on the mass of an object plus the coefficient of sliding friction between the object and the surface on which it slides. Subtract this force from the applied force to find the acceleration of the object.
Acceleration is given by
"a=\\frac{F_a-\\mu mg}{m}\\\\=\\frac{F_a-2mg}{m}"
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