In free space, the magnetic field intensity (Ħ) of an electromagnetic wave is given by H=6&, cos(@t-20x)ā. A/m. Find the following: (a) the electric field intensity, E (b) the displacement current density, J

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In free space, the magnetic field intensity (\(\vec{H}\)) of an electromagnetic wave is given by \(\vec{H} = 6 \varepsilon_0 \cos(\omega t - 20x) \hat{a}_z\) A/m. 

Find the following:
(a) the electric field intensity, \(\vec{E}\)  
(b) the displacement current density, \(\vec{J}_d\)
Transcribed Image Text:In free space, the magnetic field intensity (\(\vec{H}\)) of an electromagnetic wave is given by \(\vec{H} = 6 \varepsilon_0 \cos(\omega t - 20x) \hat{a}_z\) A/m. Find the following: (a) the electric field intensity, \(\vec{E}\) (b) the displacement current density, \(\vec{J}_d\)
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