Kinetic energy is the energy an object has because of its motion. For an object of mass m moving at speed v, Ek = ½mv2, measured in joules.
The equation comes from the work done to accelerate the object. A constant force F accelerates a mass from rest over a distance s, so the work done is Fs = mas. Since v2 = 2as for an object starting from rest, the work done is ½mv2, and this is the kinetic energy gained.Kinetic energy is proportional to the square of the speed. Doubling the speed makes the kinetic energy four times larger, and doubling the kinetic energy increases the speed by a factor of √2.Kinetic energy is a scalar, so it has no direction and is never negative. In energy problems it is often transferred to or from gravitational potential energy or elastic potential energy, or dissipated as heat by friction.
Kinetic Energy
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Specification: AQA Physics (7407), AS-level, 3.4.1.8 Conservation of energy. Topic: Work, Energy and Power.
Key terms in this lesson
- Limit of proportionality
- The point beyond which the extension of a material is no longer directly proportional to the applied force.
More in Work, Energy and Power
- Principle of Conservation of Energy
- Work Done
- Force-Distance Graphs
- Gravitational Potential Energy
- Gravitational-Kinetic Energy Transfers
- Pendulum
- Fairground Ride
- Power
All 21 lessons in Work, Energy and Power · All AQA AS-level Physics topics