How Is Simple Harmonic motion possible here?
- Thread starter Hydrous Caperilla
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Amplitude is conserved in simple harmonic motion (SHM) despite varying forces on either side due to the net force being a function of displacement, represented as F=(K1+K2)X. When displaced, the mass experiences a restoring force that is symmetrical, leading to repeated velocity at the equilibrium point. This symmetry in force contributes to the oscillatory nature of SHM, but the consistent speed at equilibrium is primarily due to the conservation of energy. The discussion clarifies that the forces acting on the mass can be effectively modeled as a single spring with an equivalent spring constant. Overall, the principles of energy conservation and symmetrical forces are key to understanding SHM.
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