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Oscillations - Harvard University

Chapter 1 OscillationsDavid Morin, wave is a correlated collection of Oscillations . For example, in a transverse wave travelingalong a string, each point in the string oscillates back and forth in the transverse direc-tion (not along the direction of the string). In sound waves, each air molecule oscillatesback and forth in the longitudinal direction (the direction in which the sound is traveling).The molecules don t have anynetmotion in the direction of the sound propagation. Inwater waves, each water molecule also undergoes oscillatory motion, and again, there is nooverall net needless to say, an understanding of Oscillations is required for anunderstanding of outline of this chapter is as follows.

a Hooke’s-law potential is! = p k=m. So for a general potential V(x), the k · V00(x0) equivalence implies that the frequency is! = r V00(x0) m: (3) 1.1.2 Solving for x(t) The long way The usual goal in a physics setup is to solve for x(t). There are (at least) two ways to do this for the force F(x) = ¡kx. The straightforward but messy way ...

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1 (a) (i) On Fig. 3.1, draw a graph of extension against load for a spring which obeys Hooke’s law. [1] extension 0 0 load Fig. 3.1 (ii)State the word used to describe the energy stored in a spring that has been stretched or

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