An object with a mass of 0.5 kg is released at a distance of 2 m, the spring coefficient k = 100 N / m and the object is in the same direction after impact. If it is known to rebound on the road throughout; a) Find the maximum compression and maximum spring force in the spring. b) Find the rebound height if e = 0.5. (Assume that the spring behaves linearly during deformation, when the object leaves the spring, the spring regains its initial length (L) and energy is conserved during compression.) ① The object is 2 m above the arc and is at rest. ② The object is about to hit the spring. ③ It is the moment when the object compresses the spring as much as. ④ It is the moment when the spring is most compressed, the object is at rest at this moment. ⑤ It is the moment when the object loses contact with the spring. ⑥ The object is at the top h of the spring as a result of becomes immobile at distance.
An object with a mass of 0.5 kg is released at a distance of 2 m, the spring coefficient k = 100 N / m and the object is in the same direction after impact. If it is known to rebound on the road throughout;
a) Find the maximum compression and maximum spring force in the spring. b) Find the rebound height if e = 0.5. (Assume that the spring behaves linearly during deformation, when the object leaves the spring, the spring regains its initial length (L) and energy is conserved during compression.)
① The object is 2 m above the arc and is at rest. ② The object is about to hit the spring. ③ It is the moment when the object compresses the spring as much as. ④ It is the moment when the spring is most compressed, the object is at rest at this moment. ⑤ It is the moment when the object loses contact with the spring. ⑥ The object is at the top h of the spring as a result of becomes immobile at distance.
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