Joule heating, or ohmic heating, is the phenomenon where heat is produced by an electric current passing through a conductor. The rate of heat generation, or power dissipated (\(P\)), is given by Joule’s first law, \(P = VI\). By combining this with Ohm’s law, the power can be expressed as \(P = I^2 R\) or \(P = \frac{V^2}{R}\).
Joule Heating and Electric Power
- James Prescott Joule

The physical basis for Joule heating is the interaction between moving charge carriers (electrons) and the ions of the conductor. As electrons are accelerated by the electric field, they collide with the ions in the material’s lattice structure. Each collision transfers kinetic energy from the electron to the ion, increasing the ion’s vibrational energy. This increased atomic vibration manifests as a rise in the conductor’s temperature.
While this effect is harnessed for heating applications, it is often an undesirable source of energy loss. In power transmission, for example, the [latex]P = I^2 R[/latex] relationship shows that power loss is proportional to the square of the current. This is why electricity is transmitted over long distances at very high voltages and low currents, to minimize these ‘I-squared-R’ losses. Understanding Joule heating is crucial for thermal management in electronics, preventing components like microprocessors from overheating and failing.
Type
Disruption
Usage
Precursors
- Ohm’s law, which defines the relationship between voltage, current, and resistance
- The law of conservation of energy, establishing that energy cannot be created or destroyed
- Early experiments on electricity and heat by scientists like Benjamin Franklin and Humphry Davy
Applications
- electric space heaters and stoves
- incandescent light bulbs (heating a filament until it glows)
- fuses, which melt and break a circuit when current is too high
- electric kettles, toasters, and hair dryers
- de-icing systems on aircraft wings and windshields
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