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Everything about Plane Wave totally explained

In the physics of wave propagation (especially electromagnetic waves), a plane wave (also spelled planewave) is a constant-frequency wave whose wavefronts (surfaces of constant phase) are infinite parallel planes of constant amplitude normal to the phase velocity vector.
   By extension, the term is also used to describe waves that are approximately plane waves in a localized region of space. For example, a localized source such as an antenna produces a field that's approximately a plane wave in its far-field region. Equivalently, the "rays" in the limit where ray optics is valid (for example for propagation in a homogeneous medium over lengthscales much longer than the wavelength) correspond locally to approximate plane waves.
   Mathematically, a plane wave is a solution to the wave equation of the following form:
» u(vec multiplied by some amplitude function a(y,z). (This is a special case of a separable partial differential equation.)
   (The term is used in the same way for telecommunication, for example in Federal Standard 1037C and MIL-STD-188.)

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