This justifies the principles of the Hooke’s law. On the other hand, a force must be applied to cause the displacement, right from an equilibrium position which is proportional to the applied pressure. ![]() As it would be observed, the spring would supply a force which appears to be proportional to the displacement, thus the simple harmonic motion. Here, the principles of both the simple harmonic motion and Hooke’s law are clearly manifested. The relationship between simple harmonic motion and the hook’s law can be explained through the use of an experiment whereby a mass is suspended on a spring, where it is set to vibrate. ![]() The Hook’s law states that the strain given by any applied force is directly proportional to the force, under the limits of elasticity. In this case, ‘ a’ refers to the motion amplitude, while ‘ω’ is the circular frequency of this particular motion. ![]() The simple harmonic motion is usually defined by the assumption that x (t) = a sin (ωt).
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |