Plane Waves
The plane sinusoidal solution for an electromagnetic wave traveling in the z direction is (cgs units and SI units)
for the electric field and
for the magnetic field, where k is the wavenumber,
is the angular frequency of the wave, and is the speed of light. The hats on the vectors indicate unit vectors in the x, y, and z directions.
The plane wave is parameterized by the amplitudes
and phases
where
- .
and
- .
Read more about this topic: Sinusoidal Plane-wave Solutions Of The Electromagnetic Wave Equation
Famous quotes containing the words plane and/or waves:
“As for the dispute about solitude and society, any comparison is impertinent. It is an idling down on the plane at the base of a mountain, instead of climbing steadily to its top.”
—Henry David Thoreau (18171862)
“And the waves sing because they are moving.
And the waves sing above a cemetery of waters.”
—Philip Larkin (19221986)