Understanding Electric Potential Differences

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Electric potential is defined as the potential energy per unit charge, emphasizing that only differences in potential are significant. This is because the energy needed to move a charge is determined by the difference in potential between two points, rather than their absolute values. The concept of potential is often illustrated using the movement from a point to infinity, but practical applications typically involve moving between two points, A and B. To find the potential at a specific point, one can simply use the formula for electric potential. Ultimately, understanding the difference in potential is crucial for calculating energy requirements in electric fields.
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This isn't a homework problem but is rather me trying to understand a concept. So here it is:

My textbook says that because only differences in potential energy are important, only differences in potential (electric potential) are important. How is this reasoning correct? The definition of potential has potential energy in it: PE/q, so this needed difference of potential ENERGY is already accounted for.

Thanks :)
 
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Usually definitions for gravitational potential and electric potential show the energy needed to move unit mass or charge from a point to infinity. In most cases, you don't want to move from point A to infinity but from point A to B. So you only need the difference in potential between A and B to know how much energy is needed.
 
rock.freak667 said:
Usually definitions for gravitational potential and electric potential show the energy needed to move unit mass or charge from a point to infinity. In most cases, you don't want to move from point A to infinity but from point A to B. So you only need the difference in potential between A and B to know how much energy is needed.

But I don't want to know how much energy is needed, I only want to know what the potential is.
 
nicksbyman said:
But I don't want to know how much energy is needed, I only want to know what the potential is.

If you wish to the potential then just use the formula for it. If you want the potential difference then subtract the two potentials. Potential itself is sort of a difference as the potential energy at infinity is zero.
 
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