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(Solved): The steel ingot has a mass of 1800 kg . It travels along the conveyor at a speed v=0.5(m)/(s) when i ...
The steel ingot has a mass of 1800 kg . It travels along the conveyor at a speed v=0.5(m)/(s) when it collides with the "nested" spring assembly. Determine the maximum deflection in each spring needed to stop the motion of the ingot. Take k_(A)=5k(N)/(m),k_(B)=3k(N)/(m).
\Sigma T_(1)+\Sigma U_(1-2)=\Sigma T_(2)
**(Please write the formulas and calculations in detail)**