The magnetic field in a plane electromagnetic wave is given by:
By = 12 × 10–8 sin (1.20 × 107 z + 3.60 × 1015 t) T. Calculate the
(i) Energy density associated with the Electromagnetic wave
(ii) Speed of the wave
Given :
a) Magnetic field in a plane electromagnetic wave
By = 12 × 10–8 sin (1.20 × 107 z + 3.60 × 1015 t) T
The total energy density (η) = B02 /2μ0
= (12 × 10-8)2/2μ0
Here μ0 = 4π × 10-7
Therefore η = ![]()
b) B = B0 Sin(kz + ωt)
Speed = ![]()
The speed of the electromagnetic wave is 3 × 108 m/s
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