Energy stored in an electric field

What is the energy stored in an arrangement of four point charges of magnitude Q Q at the corners of a square of side-length L ? L?

1.41 k Q 2 L 1.41 \frac{kQ^2}{L} 5.41 k Q 2 L 5.41 \frac{kQ^2}{L} 4 k Q 2 L 4 \frac{kQ^2}{L} 6 k Q 2 L 6 \frac{kQ^2}{L}

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1 solution

Marcelo M
Apr 18, 2019

Enery stored in charges that share side:

U = k((Q^(2))/(L))

Since 4 pairs share side the energy is equal to:

U = 4k((Q^(2))/(L))

Energy stored in charges that share diagonal:

U = k*((Q^2)/√2L)

Since 2 pairs share diagonal:

U = 2 k ((Q^2)/√2L)

The total energy is equal to the sum of all the energys between pairs

Utotal = 5.41 k (Q^2/L)

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