Mechanical efficiency explained

η

) is a dimensionless number between 0 and 1 that is the ratio between the power output of the machine and the power input[1]

\eta = \frac

Since a machine does not contain a source of energy, nor can it store energy, from conservation of energy the power output of a machine can never be greater than its input, so the efficiency can never be greater than 1.

All real machines lose energy to friction; the energy is dissipated as heat. Therefore, their power output is less than their power input

\text = \text - \text

Therefore, the efficiency of all real machines is less than 1. A hypothetical machine without friction is called an ideal machine; such a machine would not have any energy losses, so its output power would equal its input power, and its efficiency would be 1 (100%).

For hydropower turbines the efficiency is referred to as hydraulic efficiency.[2] [3]

See also

Notes and References

  1. Web site: Mechanical efficiency. Encyclopedia Britannica . 2017-06-08 . . 2017-06-08.
  2. Continuous Efficiency Measurements on Hydro Power Plants . PhD . 2016 . Erik Jacques . Wiborg . Norway . Institutt for energi og prosessteknikk.
  3. IEC standard 60041