Does an ion carry electricity?

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    Electricity Ion
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Discussion Overview

The discussion revolves around whether a moving ion can be considered as carrying electricity, exploring concepts related to electric fields, current, and the behavior of ions in solutions. Participants engage with both theoretical and practical aspects of this topic.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • Some participants propose that a moving ion carries electricity similarly to a moving electron.
  • It is noted that a moving ion creates a time-varying electric field, with current direction aligned with the ion's velocity.
  • One participant mentions that the speed of electrons is greater than that of ions due to the difference in mass.
  • Another participant questions whether the current increases with the acceleration of an ion under certain conditions, referencing Coulomb's Law.
  • A participant clarifies that electrons in a wire do not continuously accelerate due to collisions with the lattice structure, affecting their drift velocity.
  • Discussion shifts to ions in a solute, where one participant notes that in a steady state, there would be no current unless an electric field is applied.
  • Concerns are raised about the relationship between the animation provided and the behavior of ions in a solution, with emphasis on the randomness of individual ion movements in the absence of an electric field.
  • Some participants agree that a net movement of charged particles results in current, but clarify that this is an average drift velocity influenced by random motion.
  • The Drude model is mentioned as a framework for understanding current density and electric field relationships.

Areas of Agreement / Disagreement

Participants express various viewpoints on the relationship between moving ions and electricity, with some agreeing on the basic principles while others highlight the complexities and conditions under which these principles apply. The discussion remains unresolved regarding the specifics of current generation in solutions of charged ions.

Contextual Notes

Limitations include the dependence on definitions of current and drift velocity, the effects of random motion versus net movement, and the conditions under which ions behave as conductors of electricity.

somasimple
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Hi All,

A stupid question for sure (sorry).

Does a moving ion, since it carries an electric field, creates some kind of electricity ? (This concept remains unclear for me)
 
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Hi somasimple! :smile:

A moving ion is electricity (just like a moving electron). :smile:
 
A moving ion (+) creates a time varying electric field in relation to other charges. The current goes in the direction of the ion's velocity. The current (by convention) is opposite an electrons velocity.

At the same energy, the speed of the electron is much greater than an ion because the electron's mass is much smaller than protons and neutrons.
 
Thanks for these replies.
Since an ion obeys to Coulomb's Law, I suppose that in some conditions (a ion + attracted i.e.)
there is an acceleration (?), does that means the current augments as the acceleration?
 
If you're talking about electrons in wire, then it's inaccurate to say that it accelerates all the time because the electrons tend to collide with the lattice structure and each collision would reduce its speed to zero. But since the field is present, it then accelerates again until it collides and loses its speed. The time spent in between collisions is known as the mean free time and there is a particular expression for electron mobility given in terms of the mean electron drift speed. This is why you see current is a function of an average drift velocity instead of acceleration.
 
Thanks, but I'm talking about ions in a solute that are attracted elsewhere by an opposite charge (atoms instead of electrons).
 
here is a visual example :
http://www.somasimple.com/flash_anims/three_forces.swf

Of course, we know that in a real situation there is friction, viscosity... (and of course, ions interact with the other ones).
 
Well if you are dealing with a liquid solution of charged ions, then if you were to consider the steady state case only, there would be no current after some time because all the ions would have settled into a net equilibrium position within the solution. Unless you apply an electric field through the liquid, and the resulting ions would be polarised by the field.
 
I understand and it's the reponse I waited for.
The flash animation was of course unreal but shows two states at time t1 and t2 and t2 ids far from an equilibrium.
 
  • #10
I don't understand what you're asking. The animation you linked shows three charged particles being attracted to a central charge, so I don't know how this is related to your case of a solution of charged ions. Current usually refers to the net motion of a lot of charged particles, not the movement of a few individual ions. In the case of a solution of charged ions, the current would be zero because the individual movements of the ions are haphazard and random in the absence of an ordering electric field.
 
  • #11
Sorry, I wasn't clear.

I understand that the current is the expression of an average of motion when ions do not move in a random way.

But, if some ions are attracted in a same direction (forget the movie), their motion may be different and their speed, too? (coulomb). Of course the resultant current is a computation of of fields.
 
  • #12
Well yes, if you have a net movement of charged particles then you would have a current. The net movement should really be called the average drift velocity because of brownian motion. The individual speeds of the ions are different and they differ based on their local conditions. It's their net average speed which we call drift. There's something called the Drude model in statistical physics (or is it solid state?) which you can derive Ohm's law regarding current density and magnitude of electric field.

http://en.wikipedia.org/wiki/Drude_model
Unfortunately I don't know much about this if this is what you're asking.
 
  • #13
You're a man!
 

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