van der Waals revisited

Baerwinkel K, Schnack J (2008)
Physica A-Statistical Mechanics and its Applications 387(18): 4581-4588.

Journal Article | Published | English

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The van-der-Waals version of the second virial coefficient is not far from being exact if the model parameters are appropriately chosen. It is shown how the van-der-Waals resemblance originates from the interplay of thermal averaging and superposition of scattering phase shift contributions. The derivation of the two parameters from the quantum virial coefficient reveals a fermion-boson symmetry in non-ideal quantum gases. Numerical details are worked out for the Helium quantum gases. (C) 2008 Elsevier B.V. All rights reserved.
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Baerwinkel K, Schnack J. van der Waals revisited. Physica A-Statistical Mechanics and its Applications. 2008;387(18):4581-4588.
Baerwinkel, K., & Schnack, J. (2008). van der Waals revisited. Physica A-Statistical Mechanics and its Applications, 387(18), 4581-4588.
Baerwinkel, K., and Schnack, J. (2008). van der Waals revisited. Physica A-Statistical Mechanics and its Applications 387, 4581-4588.
Baerwinkel, K., & Schnack, J., 2008. van der Waals revisited. Physica A-Statistical Mechanics and its Applications, 387(18), p 4581-4588.
K. Baerwinkel and J. Schnack, “van der Waals revisited”, Physica A-Statistical Mechanics and its Applications, vol. 387, 2008, pp. 4581-4588.
Baerwinkel, K., Schnack, J.: van der Waals revisited. Physica A-Statistical Mechanics and its Applications. 387, 4581-4588 (2008).
Baerwinkel, Klaus, and Schnack, Jürgen. “van der Waals revisited”. Physica A-Statistical Mechanics and its Applications 387.18 (2008): 4581-4588.
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