A plane electromagnetic wave of angular frequency ω is propagating with velocity C along the Z-axis. Write to vector equations of oscillating electric and magnetic fields and show those fields diagrametically.

Solution

Given, a plane electromagnetic wave of angular frequency $ω$ is propagating with velocity c along the Z- axis.
Thus,
Equations for oscillating and electric magnetic field is given by,
$E_{x} = E_{0} \sin (kz - ωt)$

and $B_{y} = E_{0} \sin (kz - ωt)$

where, $k = \frac{2 π}{λ}$ is the wave vector.

The figure given below shows these fields diagramatically.

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Current Electricity

A plane electromagnetic wave of angular frequency ω is propagating with velocity C along the Z-axis. Write to vector equations of oscillating electric and magnetic fields and show those fields diagrametically.

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