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Electrical Efficiency




:
\mathrm{Efficiency}= rac{\mathrm{Useful\ power\ output}}{\mathrm{Total\ power\ input}}



EFFICIENCY OF TYPICAL ELECTRICAL DEVICES

''Efficiency'' should not be confused with '' might have 2% efficiency at emitting light yet still be 98% efficient at heating a room. (In practice it is nearly 100% efficient at heating a room because the light energy will also be converted to heat eventually, apart from the small fraction that leaves through the windows). An Electronic Amplifier that delivers 10 watts of power to its load (for example a Loudspeaker ), while drawing 20 watts of power from a power source is 50% efficient. (10/20 × 100% = 50%)

  • Electric kettle: over 90% (comparatively little heat energy is lost during the 2 to 3 minutes a kettle takes to boil water).



EFFICIENCY OF DEVICES AT POINT OF MAXIMUM POWER TRANSFER

As a result of the Maximum Power Theorem , devices transfer maximum power to a load when running at 50% electrical efficiency. This occurs when the load resistance (of the device in question) is equal to the internal Thevenin Equivalent resistance of the power source.


EFFICIENCY OF LIGHT BULBS




DISCUSSION

High efficiency is obviously desirable when we wish to Design System s that can operate from Batteries . Inefficiency has a cost (either paid to the power company or the cost of the required Power Supply ) to be weighed against the cost of attaining greater efficiency (choosing different components or redesigning the system). Also, any difference in the input and output power probably produces heat within the system (though Noise and other mechanical Vibration s involve at least theoretically separate inefficiencies), and that heat must be removed from the system if it is to remain within its operating Temperature range.


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