What Happens to a Magnetic Sphere in an Electrolyte with Current?

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When a metal sphere of a few micrometers in diameter is placed in an electrolyte solution and a current is passed through the solution, the sphere becomes electrically charged due to the applied voltage creating an electric field. As a good conductor, the sphere's electrons or holes rearrange to counteract the electric field, leading to charge distribution on its surface. Ions in the solution are attracted to these charges, which creates a shielding effect. The discussion emphasizes that the electric field generated is relatively small, typically around 2-3V across several centimeters of electrolyte, allowing the problem to be approached using electrostatics principles. The interaction of the sphere with the electric field raises questions about its motion; if the sphere is set in motion, the influence of the electric charge on its trajectory is considered, although the specifics of this effect are not fully explored.
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If you have a metal sphere of the order of a say, few micrometers in diameter, and you put it in an electrolyte solution - what would you expect to happen when a current is passed through that solution? I am referring here to charges on the surface of the sphere.
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Well the sphere would get electrically charged?
 
The sphere will be possibly in the circuit but charges will go once the current will stop.
 
You want this sphere to continue being charged once the current has stopped flowing?
 
The applied voltage would create an electric field across the microsphere. Since it's a good conductor, electrons/holes in the metal would re-arrange to try to cancel the electric field. Ions in solution would be attracted to these charges, sheilding their effect.
Code:
electrode                                                      electrode
+    ------> current, +ion motion                              -
+   <------  -ion motion                                      -
+                                                             -
+              +             -                                 -
+            +     -     +                                   -
+                -   ball  +     - free ions               -
+          +     -         +                                 -
+                  -      +       -                         -
+            +                 -                              -
(note the distinction between the current ions, and the "stationary" ions shielding the sphere)
These are relatively small effects; consider that you have only 2-3V across several cm of electrolyte (small electric field). Ignoring the ion current (which has no not charge), this can be treated as a simple problem of electrostatics: a metal sphere surrounded by a dielectric, in an applied E field - you can solve this with an expansion in spherical harmonics.
 
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And if you set that ball in motion in a strait line, which way would it bend? Or would the elctric charge not affect it?
 
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