Question about electric potential energy?

In summary: This is different from gravitational potential energy, where the force is always attractive no matter where the objects are in space. Basically, electric potential energy is created when two charges are attracted to each other. This is different than gravitational potential energy, where the force is always attractive no matter where the objects are in space.
  • #1
fahad12
4
0
basically i don't understand the basic main idea of electric potential energy.
since by definition, energy is ability to do work( to move an object across a distance).
Negative source charge creates a uniform field around itself, and we place a positive test charge very near the source charge. why the electric potential energy so high? this confuses me because the test charge would just stick to source charge and do very little work.
Now for instance image same test charge is place at 10 times farther than its previous location. electric potential energy is very small as r is increase but the test charge did more work because it has moved a greater distance.
also please provide the main idea about electric potential energy
thanks
 
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  • #2
The confusing part is electric potential energy is a signed value (positive or negative) and it's not absolute but relative to some point of reference.

For a negative source, the field is considerd negative. For a positve charge in a negative field, the potential energy is a negative value. That would mean that potential energy at a point near the negative source charge would be more negative than a point farther away. If the positive charge was accelerating towards the negative plate (and you ignore issue related to the moving positive charge and the field it generates, and this was in a vacuum), then it's kinetic energy increases, and it's potential energy decreases by becoming more negative.

Note that gravitational potential energy is handled in the same way. For large distances, a common convention is to define a reference point at infinite distance from the gravitational source as zero potential energy, in which case gravitational potential energy becomes increasingly negative as you approach the center of the gravitational source.
 
  • #3
rcgldr said:
The confusing part is electric potential energy is a signed value (positive or negative) and it's not absolute but relative to some point of reference.

For a negative source, the field is considerd negative. For a positve charge in a negative field, the potential energy is a negative value. That would mean that potential energy at a point near the negative source charge would be more negative than a point farther away. If the positive charge was accelerating towards the negative plate (and you ignore issue related to the moving positive charge and the field it generates, and this was in a vacuum), then it's kinetic energy increases, and it's potential energy decreases by becoming more negative.

Note that gravitational potential energy is handled in the same way. For large distances, a common convention is to define a reference point at infinite distance from the gravitational source as zero potential energy, in which case gravitational potential energy becomes increasingly negative as you approach the center of the gravitational source.
this means that the conservatin of energy holds here. But what doesn't more negative electric potential signifies.
thanks for your concise response
 
  • #4
Hold on, did you know there is a difference between Electric Potential and Electric Potential Energy?
 
  • #5
Good catch, Drakkith.
 
  • #6
Negative source charge creates a uniform field around itself, and we place a positive test charge very near the source charge. why the electric potential energy so high? this confuses me because the test charge would just stick to source charge and do very little work.

Let's start with the definition first:

The reference zero for potential energy is usually at infinite separation and particles are at rest. The electric potential energy of a system is relative to this zero and positive work must be done to bring like (opposing) charges together. [You could define this other ways but this is the agreed upon convention.]

As Post#2 notes, gravitational potential energy is handled the same way.

Placing a positive charge near a negative charge, where the attraction becomes stronger, is of opposite sign to placing two charges of the same sign together, right?

In your example, placing a positive charge near a negative charge, means potential energy is negative...the forces are attractive...you have to do work to keep the charges separated.
 

FAQ: Question about electric potential energy?

1. What is electric potential energy?

Electric potential energy is the potential energy that results from the interaction of electric charges. It is the amount of energy a charged object has due to its position in an electric field.

2. How is electric potential energy calculated?

The formula for calculating electric potential energy is U = qV, where U is the potential energy, q is the charge of the object, and V is the electric potential. The unit for electric potential energy is joules (J).

3. What factors affect electric potential energy?

The factors that affect electric potential energy include the distance between the charges, the amount of charge on the objects, and the medium through which the charges are interacting. The direction of the electric field also plays a role in determining the potential energy.

4. Can electric potential energy be negative?

Yes, electric potential energy can be negative. This occurs when the electric charges have opposite signs and are attracted to each other. In this case, the electric potential energy is converted into kinetic energy as the charges move towards each other.

5. What is the relationship between electric potential energy and electric potential?

Electric potential energy and electric potential are related by the equation U = qV, where U is the potential energy, q is the charge of the object, and V is the electric potential. The electric potential is a measure of the potential energy per unit charge at a given point in an electric field.

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