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Heat Transfer Processes |
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| Process | Description | Facts About |
| Conduction |
Atomic or molecular kinetic energy
(internal energy) is transferred between particles by collisions or close encounters. Mathematically the rate is described by ΔQ/Δt = kA(ΔT/L) for heat flow through of rod of length L and cross sectional area A, the ends of which differ in temperature by ΔT, where ΔQ/Δt is the rate of heat flow (ΔQ being the amount of energy transported in time Δt) and k [W/m°C] is the thermal conductivity or heat conductivity of the substance of the rod. |
(1) Slowest of the three processes (2) Rate varies a great deal depending on the conducting substance. May be thousands of times faster in some substances (conductors) than in other substances (insulators). (3) Rate is proportional to the temperature gradient. (4) Won't work in a vacuum. |
| Convection |
Energy is transported by movement
of a fluid (either a liquid or a gas). The process occurs naturally in a fluid subject to gravity. Convection in a horizontal direction is sometimes called "advection." |
(1) Won't work in either a vacuum
or a solid. (2) The wind and ocean currents are nature's natural convection. (3) It may be driven mechanically by pumps (in a liquid) or fans (in a gas). (4) Is the most difficult to model or describe mathematically. |
| Radiation |
Energy is transported by
electromagnetic radiation (visible light and radiation of other wavelengths). Each quantum of EM radiation ("photon") travels at the speed of light (c = 3 ´ 108 m/s) and carries an amount of energy equal to E = hc /λ, where h = 6.6261 ´ 10-34 Joule·second is Planck's constant and λ is the wavelength of the photon in meters. |
(1) Works best in a vacuum. (2) Won't work in an opaque medium. Most mediums are of variable opacity to radiation of different wavelengths. (Water vapor and carbon dioxide are both transparent to visible light but quite opaque to most infrared wavelengths.) (3) Is the means by which the sun's energy reaches the earth. |