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| | Theory |
 | | In this case, the superfluid component will cause the speed of first sound to continually decrease as the temperature is increased from about 1 K, with a discontinuity at the lambda point, as shown in figure 2. |
 | | are the densities of the superfluid component and normal component respectively, T is the absolute temperature, S is the entropy of the liquid (contained in the normal component), and C is the heat capacity. |
 | | Due to the fact that superfluid liquid helium has zero viscosity, but the normal component has a certain amount of viscosity, we are able to manipulate a situation in order to prevent the normal component from flowing while allowing the superfluid to move about freely. |
| mxp.physics.umn.edu /s03/Projects/S03He/theory.htm (2649 words) |
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