Energy transferred between systems or objects with different temperatures, often released during dissipative processes.Heat is the energy that flows between systems because of a temperature difference. It is a transfer of energy, not a substance, and it always moves spontaneously from hotter to colder regions. In physics, heat is central to thermodynamics, governing everything from the melting of ice to the efficiency of engines, and it often appears as a byproduct when other forms of energy are converted, such as in friction or electrical resistance.
The modern concept of heat as energy transfer was established in the 19th century, with key contributions from James Prescott Joule, who demonstrated the mechanical equivalent of heat, and Sadi Carnot, who analyzed heat engines. The caloric theory, which treated heat as a fluid, was abandoned after Joule's experiments.
Heat transfer occurs through three mechanisms: conduction (collisions between particles in a material), convection (bulk movement of fluids), and radiation (electromagnetic waves). The amount of heat transferred depends on the temperature difference, the properties of the materials, and the distance or surface area involved. In dissipative processes, ordered energy (like kinetic or electrical) is converted into random thermal motion of particles, increasing entropy.
Heat management is crucial in electronics cooling, power generation, and thermal insulation. Understanding heat transfer also enables technologies like heat exchangers, refrigeration, and thermal energy storage.
The heat from your coffee cup is emitted as infrared radiation, which is a form of light that your eyes cannot see but your skin can feel as warmth.
| dU | variable | Infinitesimal change in internal energy — internal energy joule |
| δQ | variable | Infinitesimal heat added to the system — heat joule |
| δW | variable | Infinitesimal work done by the system — work joule |
| d | operator | Exact differential of a state function — exact differential |
| δ | operator | Inexact differential for path-dependent quantities — inexact differential |















