Start learning →

The energy density (energy per unit volume) of a magnetic field $B$ in free space is:

A$2 B^2 / \mu_0$
B$B^2 / \mu_0$
C$\mu_0 B^2 / 2$
D$B^2 / (2\mu_0)$
Answer & Solution
Correct answer: D. $B^2 / (2\mu_0)$
$u_B = B^2/(2\mu_0)$. Mirrors the electric-field energy density $u_E = \tfrac{1}{2}\varepsilon_0 E^2$. Holds for any magnetic field, not just inside a solenoid.
Practise this question with Quill — AP Intermediate 2nd Year →

Keep practising Electromagnetic Waves

Browse all Electromagnetic Waves questions for AP Intermediate 2nd Year, or explore more Physics topics.

Start a Electromagnetic Waves lesson →