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Does a usual AA battery under no-load condition have external electric field?........

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Onigece

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Under no-load condition, does a common AA battery have an external electric field?
 

Under no-load condition, does a common AA battery have an external electric field?

If battery is ok, healthy and appropriate determined usage, there is no external electric field.

Due to internal short circuit battery can heat up, and get internal waste of power.

Plus and negative pole of one batteries must be isolated.
 
Yes it does have external electric field between its two terminals.
If there are two points with a potential difference V separated apart by a distance d (in a dielectric like air or vacuum) then
the electric field is given by E = V/d.
If the geometry is complicated, corrections and appropriate relations apply.
 
Just for the sake of experiment if you connect many batteries in series, you can see a reading on electrostatic meter.
 
Yes true, not only reading but the potentials will add algebraically, The issue is existence of external electric field. And that exists.
 
Thanks for replies. Can you refer any webpage that says something about it?
 

Many obvious things are difficult to locate as tutorials or detailed literature.
You can start your search from here

Electric Potential Difference
Once you agree the existence of potential between two points separated apart in a dielectric, the presence of electric field follows.
Hope this helps.
 

There are lot of sites you can get reference literature for this. Just Google.
 

Yes, and to a first approximation, if the battery is 51 mm (0.051 m) long, as stated at
AA battery - Wikipedia, the free encyclopedia
and the voltage is 1.5 V, then the strength of the field is 1.5/0.051 = 29.4 V/m. Electric field is a vector quantity (has magnitude and direction), and will point from the negative to positive terminal, as for a uniform field in the x direction, the electric field is -dV/dx. Note the minus sign.

These are all very rough approximations - especially for a battery due to its shape.


Dave
 
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