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The Journal of Physical Chemistry. B
|
November 15, 2012
Virial equation of state of water based on Wertheim's association theory
Hye Min Kim, Andrew J Schultz, David A Kofke
The Journal of Chemical Physics
|
August 3, 2011
Efficient calculation of α- and β-nitrogen free energies and coexistence conditions via overlap sampling with targeted perturbation
Tai Boon Tan, Andrew J Schultz, David A Kofke
The Journal of Physical Chemistry. B
|
August 14, 2010
Molecular based modeling of associating fluids via calculation of Wertheim cluster integrals
Hye Min Kim, Andrew J Schultz, David A Kofke
The Journal of Physical Chemistry. B
|
May 14, 2009
Fourth and fifth virial coefficients of polarizable water
Kenneth M Benjamin, Andrew J Schultz, David A Kofke
The Journal of Chemical Physics
|
September 7, 2013
A comparative study of methods to compute the free energy of an ordered assembly by molecular simulation
Sabry G Moustafa, Andrew J Schultz, David A Kofke
The Journal of Chemical Physics
|
January 10, 2024
Efficient single-run implementation of generalized Einstein relation to compute transport coefficients: A binary-based time sampling
Sabry G Moustafa, Andrew J Schultz, Jack F Douglas
The Journal of Chemical Physics
|
November 30, 2019
Combined temperature and density series for fluid-phase properties. II. Lennard-Jones spheres
J Richard Elliott, Andrew J Schultz, David A Kofke
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics
|
November 14, 2015
Very fast averaging of thermal properties of crystals by molecular simulation
Sabry G Moustafa, Andrew J Schultz, David A Kofke
Journal of Chemical Theory and Computation
|
December 29, 2016
Harmonically Assisted Methods for Computing the Free Energy of Classical Crystals by Molecular Simulation: A Comparative Study
Sabry G Moustafa, Andrew J Schultz, David A Kofke
The Journal of Chemical Physics
|
September 24, 2015
Combined temperature and density series for fluid-phase properties. I. Square-well spheres
J Richard Elliott, Andrew J Schultz, David A Kofke
Page
of 5
Search research articles
Search
Showing results (21-30 of 46) with videos related to
Sort By:
Page
of 5
The Journal of Physical Chemistry. B
|
November 15, 2012
Virial equation of state of water based on Wertheim's association theory
Hye Min Kim, Andrew J Schultz, David A Kofke
The Journal of Chemical Physics
|
August 3, 2011
Efficient calculation of α- and β-nitrogen free energies and coexistence conditions via overlap sampling with targeted perturbation
Tai Boon Tan, Andrew J Schultz, David A Kofke
The Journal of Physical Chemistry. B
|
August 14, 2010
Molecular based modeling of associating fluids via calculation of Wertheim cluster integrals
Hye Min Kim, Andrew J Schultz, David A Kofke
The Journal of Physical Chemistry. B
|
May 14, 2009
Fourth and fifth virial coefficients of polarizable water
Kenneth M Benjamin, Andrew J Schultz, David A Kofke
The Journal of Chemical Physics
|
September 7, 2013
A comparative study of methods to compute the free energy of an ordered assembly by molecular simulation
Sabry G Moustafa, Andrew J Schultz, David A Kofke
The Journal of Chemical Physics
|
January 10, 2024
Efficient single-run implementation of generalized Einstein relation to compute transport coefficients: A binary-based time sampling
Sabry G Moustafa, Andrew J Schultz, Jack F Douglas
The Journal of Chemical Physics
|
November 30, 2019
Combined temperature and density series for fluid-phase properties. II. Lennard-Jones spheres
J Richard Elliott, Andrew J Schultz, David A Kofke
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics
|
November 14, 2015
Very fast averaging of thermal properties of crystals by molecular simulation
Sabry G Moustafa, Andrew J Schultz, David A Kofke
Journal of Chemical Theory and Computation
|
December 29, 2016
Harmonically Assisted Methods for Computing the Free Energy of Classical Crystals by Molecular Simulation: A Comparative Study
Sabry G Moustafa, Andrew J Schultz, David A Kofke
The Journal of Chemical Physics
|
September 24, 2015
Combined temperature and density series for fluid-phase properties. I. Square-well spheres
J Richard Elliott, Andrew J Schultz, David A Kofke
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of 5