![]() |
|
|
| |
|
||||
In simplest terms, flux is represented mathematically by the surface integral of a vector field.
Where <math>\Phi<math> is the flux, K is a constant, F a given force, and dA the respective area. Based on the mathematic definition, we can apply it to other disciplines when looking for forces applied through areas.
What is Flux?A general example To better understand the concept of flux, imagine a butterfly net. The amount of air moving through the net at any given instant in time is the flux. If the wind is blowing hard then the flux through the net is larger than before. If the net is made bigger then the flux would be larger. For the most air to move through the net, the opening of the net must be facing the direction the wind is blowing. If the net is paralell to the wind then no wind will be moving through the net, it will all be moving past it. Flux in ChemistryDiffusionFlux, or diffusion for gaseous molecules can be related to the function:
Where N is the total number of gaseous particles, k is Boltzmann's Constant, T is the relative temperature in Kelvins and <math>\sigma_{ab}<math> is the mean free path between molecules a and b. Thermal SystemsIn thermal systems the flux is the rate of heat flow. Flux in Electrical EngineeringIn electrical engineering the flux is the electrical current or the magnetic current. Flux in PhysicsIn Physics, flux is commonly used when working with electromagnetic fields and inductance. For example one can induce a current in a loop of wire by changing the magnetic flux through the wire. Energy Flux, one very common type, has units of W/m^2. Electromagnetic RadiationFor electromagnetic radiation, flux signifies the energy per unit time (or power) passing through a surface. (See also flux unit). Fluid SystemsIn fluid systems the flux is the rate of fluid flow.
|
||
|
|
|
|
|
|
Copyright 2008 WordIQ.com - Privacy Policy
::
Terms of Use
:: Contact Us
:: About Us This article is licensed under the GNU Free Documentation License. It uses material from the Wikipedia article "Flux". |