phase speed sentence in Hindi
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- So in deep water the phase speed increases with the wavelength, and with the period.
- The limiting value of the phase speed for " m " j " 1 directly results.
- Water waves of different wave lengths travel with different phase speeds, a phenomenon known as frequency dispersion.
- In deep water the groups travel at a group velocity which is half of the phase speed.
- For very long waves ( as the zonal wavenumber approaches zero ), the non-dispersive phase speed is approximately:
- Since this shallow-water phase speed is independent of the wavelength, shallow water waves do not have frequency dispersion.
- Another property of non-linear waves is that the phase speed of non-linear waves depends on the wave height.
- This is a nonlinear effect, by which waves of larger amplitude have a different phase speed from small-amplitude waves.
- Therefore, these waves are non-dispersive ( because the phase speed is not a function of the zonal wavenumber ).
- First the surface elevation, and thereafter the phase speed, of the cnoidal waves for infinitesimal wave height will be examined.
- As is evident from these equations, the linearised BBM equation has a positive phase speed for all " ?h ".
- According to linear theory for waves forced by gravity, the phase speed depends on the wavelength and the water depth.
- In this formulation the phase speed is a function of wave height " H " and parameter " m ".
- This implies that the limiting values of the phase speed " c " and minimum elevelation " ? 2 " become:
- For lossy media, more intricate models need to be applied in order to take into account frequency-dependent attenuation and phase speed.
- For engineering use, the fifth-order formulations of Fenton are convenient, applicable to both Stokes second definition of phase speed ( celerity ).
- The most generally familiar sort of breaking wave is the breaking of plasmas, when the particle velocities exceed the wave's phase speed.
- The phase speed gives you the speed at which a point of constant phase of the wave will travel for a discrete frequency.
- A sinusoidal wave, of small surface-elevation amplitude and with a constant wavelength, propagates with the phase velocity, also called celerity or phase speed.
- Since the phase speed satisfies " c p = ? / T = ?f ", wavelength and period ( or frequency ) are related.
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