Capillary Wave - Capillary Waves, Proper

Capillary Waves, Proper

The dispersion relation for capillary waves is


\omega^2=\frac{\sigma}{\rho+\rho'}\, |k|^3,

where ω is the angular frequency, σ the surface tension, ρ the density of the heavier fluid, ρ' the density of the lighter fluid and k the wavenumber. The wavelength is 
\lambda=\frac{2 \pi}{k}.

Read more about this topic:  Capillary Wave

Famous quotes containing the word proper:

    The proper aim of education is to promote significant learning. Significant learning entails development. Development means successively asking broader and deeper questions of the relationship between oneself and the world. This is as true for first graders as graduate students, for fledging artists as graying accountants.
    Laurent A. Daloz (20th century)