reason for different wave patterns for various values of Δω and Δk
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The wave patterns of various Δω and Δk values are not same , even though the group velocity Vg is 1 for each wave pattern( due to Δω and Δk being equal to each other).
Explanation:
- When these two monochrome waves are propagating in vacuum, they have the same phase velocity c (the speed of light in vacuum), and the superposed wave's phase velocity equals its group velocity.
- Waves can be in the group and such groups are called wave packets, so the velocity with a wave packet travels is called group velocity.
- The velocity with which the phase of a wave travels is called phase velocity.
- The relation between group velocity and phase velocity are proportionate.
- The phase velocity υp, is a function of wavelength, in the case of a signal containing many frequency components, which is any signal other than a single frequency sinusoid, the various frequency components will travel down the line at different speeds.
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