1D Crossover, universality and finite-size scaling of the specific heat
We report measurements of the specific heat of 3He-4He mixtures near the superfluid transition when confined to channels of 1 /tm square cross section. These data test the universality of finite-size scaling as function of 3He concentration for 1D crossover. The analysis of these data requires that...
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Published in | Journal of physics. Conference series Vol. 150; no. 3; p. 032062 |
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Main Authors | , , |
Format | Journal Article |
Language | English |
Published |
Bristol
IOP Publishing
01.02.2009
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Abstract | We report measurements of the specific heat of 3He-4He mixtures near the superfluid transition when confined to channels of 1 /tm square cross section. These data test the universality of finite-size scaling as function of 3He concentration for 1D crossover. The analysis of these data requires that data measured at fixed concentration be converted to a specific heat at constant chemical potential difference φ μ3 - μ4. This is carried out according to a procedure performed for planar mixtures by Kimball and Gasparini. We find that, in the most self-consistent analysis of the data, the mixtures define a separate scaling locus from that of pure 4He, both above and below Tλ. An analysis whereby the exponent a is forced to have the same universal value—as opposed to the best-fit value—yields a good collapse of all the data. This is achieved, however, at a cost of self-consistency. These results mirror very closely those obtained for finite-size scaling of confined planar mixtures, i.e. for 2D crossover. |
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AbstractList | We report measurements of the specific heat of 3He-4He mixtures near the superfluid transition when confined to channels of 1 /tm square cross section. These data test the universality of finite-size scaling as function of 3He concentration for 1D crossover. The analysis of these data requires that data measured at fixed concentration be converted to a specific heat at constant chemical potential difference φ μ3 - μ4. This is carried out according to a procedure performed for planar mixtures by Kimball and Gasparini. We find that, in the most self-consistent analysis of the data, the mixtures define a separate scaling locus from that of pure 4He, both above and below Tλ. An analysis whereby the exponent a is forced to have the same universal value—as opposed to the best-fit value—yields a good collapse of all the data. This is achieved, however, at a cost of self-consistency. These results mirror very closely those obtained for finite-size scaling of confined planar mixtures, i.e. for 2D crossover. |
Author | Kimball, M O Mooney, K P Gasparini, F M |
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Cites_doi | 10.1103/PhysRevB.68.174518 10.1007/BF00115082 10.1103/PhysRev.177.952 10.1103/PhysRevLett.95.165701 10.1007/BF00117937 10.1016/0003-4916(68)90214-5 10.1063/1.1141166 10.1103/PhysRevB.17.1466 |
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References | Mooney K P (2) 2006 1 3 4 5 6 7 8 9 Gasparini F M (10) 2008 |
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Snippet | We report measurements of the specific heat of 3He-4He mixtures near the superfluid transition when confined to channels of 1 /tm square cross section. These... |
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StartPage | 032062 |
SubjectTerms | Chemical potential Crossovers Data analysis Fluids Physics Scaling Specific heat Superfluidity |
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Title | 1D Crossover, universality and finite-size scaling of the specific heat |
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