CHAPTER 17. ELECTROSTATICS 17.4
Then for Q 2 :
E = k
Q
r^2
=
(8. 99 × 109 )(4× 10 −^9 )
(0,3)^2
= 2, 70 × 102 N.C−^1
We need to add the twoelectric fields because both are in the same direction.
The field is away from Q 1 and towards Q 2. Therefore,
Etotal= 6, 74 × 102 + 2, 70 × 102 = 9, 44 × 102N.C−^1
17.4 Electrical potentialenergy and potential
ESBHK
The electrical potential energy of a charge is the energy it has because of its position relative to other
charges that it interacts with. The potential energyof a charge Q 1 relative to a charge Q 2 a distance r
away is calculated by:
U =
kQ 1 Q 2
r
See video: VPlsc at http://www.everythingscience.co.za
Example 7: Electrical potential energy 1
QUESTION
What is the electric potential energy of a 7nC charge that is 2 cm froma 20nC charge?
SOLUTION
Step 1 : Determine what is required
We need to calculate the electric potential energy (U).
Step 2 : Determine what is given
We are given both charges and the distance between them.
Step 3 : Determine how to approach the problem
We will use the equation:
U =
kQ 1 Q 2
r
Step 4 : Solve the problem