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  2. 6.1: Phase and Group Velocity. Phase velocity is the speed at which a point of constant phase travels as the wave propagates. 1 For a sinusoidally-varying wave, this speed is easy to quantify. To see this, consider the wave: where ω = 2πf ω = 2 π f is angular frequency, z z is position, and β β is the phase propagation constant.

  3. Phase velocity. Frequency dispersion in groups of gravity waves on the surface of deep water. The red square moves with the phase velocity, and the green circles propagate with the group velocity. In this deep-water case, the phase velocity is twice the group velocity.

  4. The group velocity of a wave is the velocity with which the overall envelope shape of the wave's amplitudesknown as the modulation or envelope of the wave—propagates through space.

  5. The group velocity of a wave is the speed at which the "envelope" of the wave travels, and it is also the speed at which information is transmitted. The phase velocity of a wave is the speed at which the "phase" of the wave travels—we will clarify what this means in the lesson.

  6. Phase and group velocity are two important and related concepts in wave mechanics. They arise in quantum mechanics in the time development of the state function for the continuous case, i.e. wave packets.

  7. The phase velocity is not the velocity at which “stuff” is transmitted by the wave. The velocity of the stuff is called the group velocity. To have a meaningully defined group velocity, we need to have a wave that is modulated, because an unmodulated wave is an infinite sine wave that stretches off to infinity, and such an unmodulated wave ...

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