The working principle of mechanical energy is based on the conversion and conservation of two fundamental forms of energy: kinetic energy and potential energy. This principle is governed by the laws of physics, particularly the work-energy principle and the conservation of mechanical energy.
For instance, think of a playground swing.
When you pull the swing to one side and let it go, the potential energy from the lifted position converts into kinetic energy as the swing moves back and forth. The total energy (kinetic + potential) fluctuates during the swing, but it stays constant when excluding factors like air resistance.
A short summary of mechanical energy is given in table below:
Aspect | Mechanical Energy |
---|---|
Definition | Sum of kinetic and potential energy in a system. |
Formula | M.E =K.E + P.E |
Units | Joules (J) |
Examples | Swinging pendulum, rolling ball, car in motion. |
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