Entropy (ISSN
1099-4300, CODEN: ENTRFG) since 1999
Special
Issue "Configurational Entropy"
Deadline
for paper submission: 31 July
2008
Special
Issue Editors
Managing
Editor: Dr. Shu-Kun Lin
MDPI Center, Matthaeusstrasse 11, 4057 Basel, Switzerland.
E-mail: lin@mdpi.org
Editorial Assistant: Mr. Luca Rasetti
Entropy
Editorial
Office, MDPI Center, Matthaeusstrasse 11, 4057 Basel, Switzerland.
E-Mail:
entropy@mdpi.org
Submissions
Papers should be submitted
by e-mail to
entropy@mdpi.org
(add "
Manuscript
for Entropy Topical Issue on Configurational Entropy" as
the message title and send a copy to Dr. Shu-Kun Lin,
lin@mdpi.org).
Both full research papers and review articles are
invited. For planned articles, a title and short abstract (100
words) can be sent to
the Editors for announcment on this website. Deadline
for paper submission:
31 July 2008.
Keywords:
- Configurational Entropy or Configuration Entropy
- Configurational Free Energy
- Entropy of Mixing (link to Special issue "Gibbs
Paradox")
Planned
Papers
Title:
Configurational Entropy and Information Capacity in Chiral Solutions
Author: Meir Shinitzky
Affiliation: Department of
Biological Chemistry, The Weizmann Institute of Science, Rehovot, Israel
Abstract: A
homogeneous solution of a chiral substance is inherently acquired with
an overall anisotropy, as reflected in a specific rotation of a
linearly polarized light. Such a solution, despite being at a complete
equilibrium, stores a configurational entropy, S, in a form of negative
entropy which can be nullified by mixing with a solution of the
opposite enantiomer. Heat release amounting to T∆S, associated with
annulment of negative entropy in aqueous solutions of D and L amino
acids, has been recently recorded (Shinitzky et al J. Phys. Chem. 111,
11004, 2007). By using the apparent value of the optical rotation as a
measure for the macroscopic anisotropy, the stored configurational
entropy in chiral solutions could be translated to information capacity
expressed in energy units. Simple fundamental expressions which combine
configurational entropy and information capacity in chiral solutions
have been thus developed and were found to comply well with the
observed heat release upon intermolecular racemization.
Title: Configurational Entropy
and Linear Alkanes' Rheology
Author: Roberto C. Dante
Affiliation:
Department of Complex Materials, Instituto de Investigaciones en
Materiales, Universidad Nacional Autónoma de México
(UNAM), Circuito Exterior S/N, Ciudad Universitaria,
Coyoacn, Mexico City, 04510, Mexico, and Department of Chemical
Engineering, Facultad de Química, Universidad Nacional
Autónoma de México (UNAM), Facultad de Química
Conjunto E, Circuito de la Investigación Científica S/N,
Coyoacn, Mexico City, 04510, Mexico.
Abstract:
Configurational entropy is correlated with relaxation time of polymers,
and it is a basic parameter involved in the Adam-Gibbs theory to
explain polymer cooperative transformations. The shear steady rheology
of alkanes such as n-eicosane and n-heptadecane can be explained in
terms of the Adam-Gibbs theory. Transitions from odered to disorderd
structures during flow can be correlated with changes of the
configurational entropy. On the other hand, configurational entropy can
be calculated through the heat capacity of alkanes, which is easily
obtained through simple phenomenological models or direct
measurements. Moreover, the critical shear stress extrapolated
from the experimental viscosity curves is also correlated to the
configurational entropy of the system.
Title: Entropies of Configurons
in Amorphous Oxides
Author: Michael I. Ojovan
Affiliation: Immobilisation
Science Laboratory,
Department of Engineering Materials,
The University of Sheffield,
Sir Robert Hadfield Building,
Mappin Street, Sheffield,
S1 3JD, United Kingdom; E-mail:
M.Ojovan@sheffield.ac.uk
Title: Configurational
Entropy and Phase
Transitions in Simple Systems
Authors: Stephen Berry and
Boris Smirnov
Affiliation: Office: 929 E.
57th St., GCIS E 129, Chicago, IL 60637, USA; E-mail:
berry@uchicago.edu
Leading
papers. See a list
compiled by Shu-Kun Lin
Links: Special Issue: Gibbs
Paradox and Its Resolutions
Last
change: 14 December 2007. Webmaster: entropy@mdpi.org