1.1.5

Bouncing Ball Example

Test yourself

Motion of a Bouncing Ball

To illustrate the concepts of motion in a straight line, let's consider a ball bouncing up and down. The ball starts at rest at 10 metres.

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Displacement-time graph

  • The ball starts (at time t = 0) at a height of 10 metres.
  • The ball falls towards the ground.
  • After the ball has hit the ground, it bounces back up.
  • The same process repeats with the ball starting from a little lower each time.
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Velocity-time graph

  • To begin with (at t = 0), the ball is at rest (v = 0).
  • The ball is then released and falls towards the ground.
    • By convention, upwards is usually positive, so falling towards the ground means a negative velocity.
  • The longer the ball falls, the quicker it gets.
  • The ball hits the ground and instantaneously its velocity is reversed, it is now travelling upwards.
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Velocity-time graph 2

  • The further the ball travels upwards, the slower it gets - its velocity decreases but stays positive.
  • When the velocity decreases to zero, the ball is at the top of its bounce, instantaneously at rest.
  • The ball then falls and its velocity becomes increasingly negative.
  • The cycle is repeated for every bounce.
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Acceleration-time graph

  • The acceleration of the ball is always the same: the acceleration due to gravity.
  • The acceleration due to gravity is -9.81 m/s2.
  • It is negative because it is pulling the ball downwards.

Jump to other topics

1Space, Time & Motion

2The Particulate Nature of Matter

3Wave Behaviour

4Fields

4.1Circular Motion

4.2Newton's Law of Gravitation

4.3Fields

4.4Fields at Work

4.5Electric Fields

4.6Magnetic Effect of Electric Currents

4.7Heating Effect of Currents

4.8Electromagnetic Induction

4.9Power Generation & Transmission

4.10Capacitance

5Nuclear & Quantum Physics

6Measurements

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