[" The dependency of speed of water surface waves (capillary "],[" waves) on the density of water "(rho)" their wavelength "(lambda)" and "],[" surface tension "(gamma)" is "]

The speed (v) of ripples on the surface of waterdepends on surface tension (sigma) , density (rho) and wavelength (lambda) . The square of speed (v) is proportional to

The speed (v) of ripples on surface of water depends upon the surface tension (sigma) density rho and wave length (lambda) the speed v is proportional to

The speed (v) of ripples on the surface of waterdepends on surface tension (sigma) , density (phi) and wavelength (lambda) . The square of speed (v) is proportional to

The potential energy of the liquid of surface tension T and density rho that rises into the capillary tube is

On dropping a pebble in still water, what type of waves are produced on the surface of water?

On dropping a pebble in still water, what type of waves are produced on the surface of water?

The surface tension for pure water in a capillary tube experiment is

The velocity of water wave v may depend on their wavelength lambda , the density of water rho and the acceleration due to gravity g . The method of dimensions gives the relation between these quantities as