Configurational entropy and related
concepts
A list of
papers on this
topic will be compiled starting from 10 October 2007. In the moment it
is not at all complete:
- Onsager, L. The effects of shape on the interaction of
colloidal particles. Annals of the
New York Academy of Sciences 1949,
51 (4) , 627–659.
doi:10.1111/j.1749-6632.1949.tb27296.x
H H Wensink, G J Vroege. (2004) Demixing in binary mixtures of
anisometric colloids. Journal of Physics Condensed Matter 16:19, S2015.
Alejandro Cuetos, Luis F. Rull. (2007) Use of Parsons-Lee and Onsager
theories to predict nematic and demixing behavior in binary mixtures of
hard rods and hard spheres. Physical Review E 75:6, 061701
Adams, M.; Dogic, Z.; Keller, S. L.; Fraden, S. Entropically
driven microphase transitions in mixtures of colloidal rods and spheres.
Nature 1998, 393, 349-352.
http://www.rowland.harvard.edu/rjf/dogic/images/paper_2_rod_sphere.pdf.
- Warren, P. Statistical
Mechanics of Polydispersity, Combinatorial Entropy, and the Gibbs Paradox.
An abstract.
Warren, P.B. Combinatorial Entropy and the
Statistical Mechanics of Polydispersity. Phys. Rev. Lett. 1998, 80, 1369-1372. (Erratum.
Phys.
Rev. Lett. 1998, 80, 3671-3671). ("A simple entropic
contribution to the free energy is identified from combinatorial
considerations").
- Swendsen, R.H. Statistical mechanics of
classical systems with distinguishable particles. Journal of
Statistical Physics 2002,
107 (5-6), 1143-1166.
- Lambert F.L. Configurational Entropy
Revisited. Journal of Chemical
Education 2007, 84 (9), 1548-1550 (http://www.entropysite.com/ConFigEntPublicat.pdf).
- Alejandro Cuetos, Luis F. Rull. (2007) Use of Parsons-Lee and
Onsager theories to predict nematic and demixing behavior in binary
mixtures of hard rods and hard spheres. Physical Review E 75:6, 061701.
Links
Comments
are welcomed.
Please write me ([email protected]) if you have a
paper to be listed here or if you want to exchange links.
Link to Entropy
(ISSN 1099-4300)
. Compiled by Shu-Kun Lin. Last
change: 8 April 2008
