- #1
warnexus
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Homework Statement
Homework Equations
work = kqqq/(distance)
The Attempt at a Solution
http://i33.photobucket.com/albums/d86/warnexus/electrodiag.jpg
warnexus said:the distance I used for the diagonals is sqrt of a. I do not understand I do not have q/2.
gneill said:Is the length of a diagonal of a square of side length a equal to √a ?
You have two sizes of charge: One is 'q', the other is 'q/2'. Make the appropriate symbolic substitutions.
gneill said:Okay, but you can simplify further. For example, you can pull out the q2 from each term.
Electrostatic energy is the potential energy stored in a system of charges due to their mutual attraction or repulsion. It is a form of energy that results from the separation of positive and negative charges.
The electrostatic energy of a system is directly proportional to the charge distribution within that system. The more the charges are separated, the higher the electrostatic energy will be.
The expression for electrostatic energy is E = (1/2) * ∑i∑j (qi*qj)/4πε0rij, where E is the electrostatic energy, qi and qj are the charges, ε0 is the permittivity of free space, and rij is the distance between the charges.
To calculate the electrostatic energy, we need to know the charge distribution and the distance between each pair of charges. We can then use the expression E = (1/2) * ∑i∑j (qi*qj)/4πε0rij to calculate the total electrostatic energy of the system.
Knowing the expression for electrostatic energy allows us to understand the behavior and interactions of charged particles in a system. It also helps us in practical applications, such as designing electronic devices and understanding the behavior of electromagnetic fields.