Welcome to my home page.
Contents
Curriculum Vitae
Research
Publications
Related publications
Other interests
How to reach me
Curriculum Vitae
I was born 6 march 1969 in Groningen, the Netherlands.
In 1992, I graduated in Chemistry
with specialization Physical Chemistry at the
University of Groningen. My
research project was the calculation of multicomponent
diffusion constants using non-equilibrium molecular dynamics,
supervized by
Prof. Herman J.C. Berendsen.
From 1993-1997 I was a PhD student at the molecular dynamics group at
the
University of Groningen, working on the statistical mechanics of fluids,
supervized by
Prof. Berendsen. In june 1997 I obtained my PhD in Chemistry
based on the Thesis
"The quasi-Gaussian entropy theory. Temperature dependence of thermodynamic
properties
using distribution functions."
From 1997-1998 I worked at the molecular dynamics group of Prof.
Alfredo Di Nola at the
Chemistry Department
of the University of Rome "La Sapienza"
as a postdoc researcher,
again on the statistical mechanics of fluid systems.
Since 1998 I am working for 2 years as a postdoc with a European TMR
fellowship
in Prof. Di Nola's group on the quasi-Gaussian
entropy (QGE) theory.
Research
My interests are in the field of statistical mechanics and molecular
simulations
of fluid systems.
At the moment I am working - together with Andrea
Amadei - on the development of
equations of state for fluid systems, based on statistical mechanics,
and especially on the
quasi-Gaussian entropy (QGE)
theory. This is a kind of macroscopic fluctuation theory that
uses probability density functions of fluctuations of "instantaneous"
macroscopic properties
(like energy U, enthalpy H, volume V or particle
number N) to obtain free energy changes.
In this way the thermodynamic equilibrium properties of the system
(and their dependence
on the intensive properties) can be described in terms of these probability
distributions, instead
of the partition function, which is a complicated high-dimensional
integral.
A schematic representation of the pVT-surface of water is given
above. At the moment we are
trying to develop an equation of state to provide all equilibrium thermodynamic
properties as a
function of pressure p, temperature T and density N/V.
See also the special QGE pages.
Publications
1) D. van der Spoel, H.J.C. Berendsen, A.R. van Buuren, E. Apol,
P.J. Meulenhoff,
A.L.T.M. Sijbers and R. van Drunen.
Gromacs User Manual.
University of Groningen (1995).
2) A. Amadei, M. E. F. Apol, A. Di Nola and H. J. C. Berendsen.
The quasi-Gaussian entropy theory:
free energy calculations based on the potential energy
distribution.
J. Chem. Phys. 104, 1560-1574
(1996). [ Postscrip
version ]
3) M. E. F. Apol, A. Amadei and H. J. C. Berendsen.
Application of the quasi-Gaussian
entropy theory to the calculation of thermodynamic
properties of water and methane in
the liquid and gas phase.
J. Chem. Phys. 104, 6665-6678
(1996). [ Postscrip
version ]
4) M. E. F. Apol, A. Amadei and H. J. C. Berendsen.
Derivation of a thermodynamic closure
relation in the isothermal-isobaric ensemble using
the quasi-Gaussian entropy theory.
Chem. Phys. Lett. 256, 172-178
(1996). [ Postscrip
version ]
5) A. Amadei, D. Roccatano, M. E. F. Apol, H. J. C. Berendsen
and A. Di Nola.
Prediction of the liquid-vapor equilibrium
pressure using the quasi-Gaussian entropy theory.
J. Chem. Phys. 105, 7022-7025
(1996). [ Postscrip
version ]
6) A. Amadei, M. E. F. Apol and H. J. C. Berendsen.
Extensions of the quasi-Gaussian
entropy theory.
J. Chem. Phys. 106, 1893-1912
(1997). [ Postscrip
version ]
7) M. E. F. Apol
The quasi-Gaussian entropy theory.
Temperature dependence of thermodynamic
properties using distribution functions.
PhD. Thesis, University of Groningen
(1997). [ PDF
version ]
8) A. Amadei, M. E. F. Apol and H. J. C. Berendsen.
On the use of the quasi-Gaussian
entropy theory in non-canonical ensembles. I.
Temperature dependence of thermodynamic
properties.
J. Chem. Phys. 109, 3004-3016
(1998). [ Postscrip
version ]
9) M. E. F. Apol, A. Amadei and H. J. C. Berendsen.
On the use of the quasi-Gaussian
entropy theory in non-canonical ensembles. II.
Density dependence of thermodynamic
properties.
J. Chem. Phys. 109, 3017-3027
(1998). [ Postscrip
version ]
10) D. Roccatano, A. Amadei, M. E. F. Apol, A. Di Nola and H. J. C.
Berendsen.
Application of the quasi-Gaussian
entropy theory to molecular dynamics simulations
of Lennard-Jones fluids.
J. Chem. Phys. 109,
6358-6363 (1998).
11) E. J. W. Wensink, A. C. Hoffmann and M. E. F. Apol.
The effect of adsorbed moisture on
interparticle forces, investigated by means of
MD simulations.
Proceedings of the World Conference
on Particle Technology 3, Brighton, UK,
July 1998.
12) A. Amadei, M. E. F. Apol, G. Chillemi, H. J. C. Berendsen and A.
Di Nola.
Derivation of a general fluid equation
of state based on the quasi-Gaussian entropy theory:
application to the Lennard-Jones
fluid.
Mol. Phys. 96, 1469-1490
(1999).
13) M. E. F. Apol, A. Amadei, H. J. C. Berendsen and A. Di Nola.
Derivation of thermal
equations of state for quantum systems using the quasi-Gaussian
entropy theory.
J. Chem. Phys. 111,
4431--4441 (1999).
Related publications
1) A. Amadei.
Theoretical models for fluid thermodynamics
based on the quasi-Gaussian entropy theory.
PhD. Thesis, University of Groningen
(1998). [ Postscrip
version ]
Other interests
My other interests concern among others:
Music: I play oboe, recorder,
accordion, kaval and ney (Bulgarian and Turkish
shepherd-flutes), both classical and traditional music.
Pop music: one of my favorite
singers is Fay Lovsky;
also Robert
Wyatt and the
Soft Machine,
Yes, Pink Floyd.
Great
albums by Fay Lovsky... Below: the Soft Machine...
Folkloristic dance: I enjoy
very much Bulgarian, Romanian and Hungarian folkloristic
music and dances. I have been a member of Hai
la Joc, a folkloristic dance group in
Groningen. Here are some nice examples.
Traditional Bulgarian costumes and dances
Traditional dance from Kalotaszeg (Transsylvania, Romania)
Traditional male dance "Legenyes" from Kalotaszeg (Transsylvania, Romania)
Traditional dance "Csardas" from Szegelyfold (Transsylvania, Romania)
Traditional dances from Szek (Transsylvania, Romania)
Mushrooms and lichens:
Some very nice examples of lichens (a symbiosis of a fungus and an alga)
are:
Cladonia verticillaris
Parmelia acetabulum
How to reach me
Emile Apol c/o Prof. A. Di Nola
Dept. of Chemistry
University of Roma "La Sapienza"
P.le Aldo Moro 5
00185 Rome
tel: +39-06-49913308
fax: +39-06-490324
email: apol@gauguin.chem.uniroma1.it
or
apol@chem.rug.nl
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This page was created 25 nov 1998.
This page was last updated 9 december 1999.