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A Simple Pendulum

The three requirements for simple harmonic motion are:
  • a restoring force
  • the system has inertia
  • and the acceleration of the bob is directly proportional to its displacement and is always directed to an equilibrium position.
The pendulum has inertial mass m, the restoring force is the component of the weight along the arc mg sinθ, and the acceleration is always directed to the lowest position. If the angle is less than 10° then acceleration:a = -gs/L = -(2πf)2s     so        f = (1/2π)√(g/L)

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Specification: AQA Physics (7408), A-level, 3.6.1.3 Simple harmonic systems. Topic: Simple Harmonic Motion.

Key terms in this lesson

Simple harmonic motion
Motion in which the acceleration of an object is directly proportional to its displacement from equilibrium and is always directed towards that equilibrium position.

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