In liquid helium II there are two excitations-phonons and rotons. These two excitations are assumed to be two parts of one and the same excitation energy-momentum curve E(p). Both phonons and rotons contribute to the thermodynamic properties of liquid helium II. At sufficiently low temperatures below 0.5 K, the contribution of phonons to the thermodynamic behavior of the liquid helium is predominating while above 1 K, the roton contribution is relatively more important. Here the contribution of rotons to the specific heat of liquid helium has been discussed.
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Watch video Statistical Mechanics - B E Statistics : Landau Theory of Liquid Helium II - Computing (Cv)rot online without registration, duration hours minute second in high quality. This video was added by user Advanced Physics 01 January 1970, don't forget to share it with your friends and acquaintances, it has been viewed on our site 762 once and liked it 18 people.