Two simple harmonic motions have the same periodic time, Physics

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When the two simple harmonic motions have the same periodic time but different amplitude and a phase dissimilarity = ∏/2:

The resultant curve may be attained graphically as above. As the two vibrations have dissimilar amplitudes, the radii of the two component circles will be dissimilar in this case. The resultant will be an ellipse with axes along the direction of the component vibrations.

 


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