The poynting vector of an electromagnetic wave in vacuum is S={(120W/m^2) sin^2[(8.0 rad/m) z+ (2.4*10^9 rad/s) t]} k what is the wavelength?
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Given:
Poynting vector, s = ( 120 w / m^2 ) sin^2 ( 8.0 rad / m ) z + ( 2.4 * 10^9 rad / s ) t ) k
To find:
The wavelength.
Solution:
The equation of the electromagnetic wave,
E = E₀ sin^2 ( k x - w t ) i
Comparing,
We get,
k = 8
Hence,
Wavelength = 2 * π / k
π - 3.14
Substituting,
We get,
2 * 3.14 / 8
Hence, Wavelength = 0.3925 m
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