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difference between flux and current |
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| Jan30-06, 03:43 PM | #1 |
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difference between flux and current
What is exactly the difference between flux and electric or magnetic current? Is there a precise logical difference? Could anyone give an accessible explanation?
I'm looking for a string theoretic explanation but someone moved this thread. I'm not very thankful for that. |
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| Jan30-06, 04:04 PM | #2 |
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i am foremost looking for a string theoretic explanation of this distinction.
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| Jan31-06, 12:58 AM | #3 |
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The relation between fluxes of fields and the currents/charges that give rise to them are basic mathematical/physical notions. If are not familiar with them, I do not think you will be able to handle String Theory.
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| Jan31-06, 01:26 PM | #4 |
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difference between flux and currentIt so happens that I'm learning about string theory right now and I'm maybe better versed in it that you are. Please don't respond in a snotty manner when you're unable to answer a question. |
| Jan31-06, 08:20 PM | #5 |
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Dimitri is right, and he's a grad student in theoretical (high energy ?) physics. Furthermore, you do not explain fluxes and currents using string theory. That's like asking someone to calculate 2+3 using partial differential equations.
Fluxes and currents are representations. Any quantity that can be written as the surface intergral of a vector field is called the flux of that field through that surface. So, for instance, the electric current I, is the flux of the current density vector J. Now a current is anything that can be written as a rate of flow of some quantity (eg : mass, charge, spin, probability). In the context of the above example, the electric current is also the rate of flow of charge. So, in this example, we see that the same quantity represents a flux as well as a current. The reason for this is the continuity equation (a relation that says that a box will contain what it had at some time +/- what you put in/took out). |
| Feb2-06, 01:36 PM | #6 |
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Ok. But i'm studying string theory and I'm interersted in the connection between string theory and these concepts. Now that is a question that may be odd or awkward but that's the question I want an anwer to. So well, it may be tricky to override a person's intention with a question. Given the veracity of string theory, a distinction (between flux and current) that makes sense in classical physics should make sense in string theory as far as classical physics is correct. Anyhow, I happen to be familiar w/ these concepts. It's the connection to string theory that i'm inquireing about. I like simple explanation and if one is smart one tends to be able to provide one even for the most difficult subjects. |
| Feb12-06, 12:46 PM | #7 |
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| Feb12-06, 07:48 PM | #8 |
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Recognitions:
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I think of a generalized current as the rate of flow of a generalized charge. A conserved charge must obey a conservation law when associated with its conserved current, the rate of flow of charge. (see http://en.wikipedia.org/wiki/Conserved_current) Conservation of generalized charge is a consequence of symmetries (see http://en.wikipedia.org/wiki/Noether's_theorem ) Electric current is one example of a specific sort of current that arises in E&M that results from the conservation laws associated with charge, which arise from gauge invariance symmetry in E&M. Flux is associated with a vector field. Gauss's law for the electric field (a vector field) shows that certain closed flux intergals are also associated with conserved charges. |
| Feb16-06, 01:18 PM | #9 |
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I'm just asking for an explanation of the distinction between electric current and flux in a string theoretical terminology. That's quite a difficult task, but that's what I'm asking for.
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| Feb3-11, 01:46 PM | #10 |
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ITS EASY -
CURRENT - Rate of flow FLUX - Amount of flow It seems like people try to make it more complicated to make themselves feel smarter or something. So annoying. |
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