behavior of confined fluids in nanoslit pores the normal pressure tensor
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# |
1387 - 01 |
Relaxation time for bulk viscosity of soft-sphere and Lennard-Jones Fluids
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# |
1385 - 12 |
calculation of the second virial coefficient of the nonspherical molecules in binry mixtures
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# |
1384 - 05 |
An analytical model for nano confined fluids phase-transition Applications for Confined Fluids in Nanotube and Nanoslit
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# |
1384 - 01 |
A new expression for radial distribution function and infinite shear modulus of Lennard-Jones fluids
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# |
1384 - 01 |
Investigation of the density dependence of the shear relaxation time of dense fluids
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# |
1384 - 01 |
Prediction of the long-range correlation length and structure of factor for monatomic fluids in the supercritical region
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# |
1382 - 11 |
Prediction of the small-k behavior of the structure factor (S(k)) for Rubidium and Cesium via a new model for the Direct correlation function and evaluation of some reported effective pair potentials
|
# |
1382 - 01 |
High-Frequency shear modulus and relaxation time of soft-sphere and Lennard-Jones Fluids
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# |
1382 - 01 |
the state dependency pf the the effective pair potential parameters
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# |
1382 - 01 |
Hard-Like Equation of State
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# |
1381 - 01 |
Prediction of Low K- behavior of S(k) via a new modelfor the DCF in sub and supercritical regions
|
# |
1381 - 01 |
The Direct correlation function and its interpretation via the LInear Isotherm Regularity
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# |
1379 - 01 |
comparision of the Equations of state from Joule-Thomson coefficient
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# |
1378 - 01 |
solubility prediction using statistical mechanics
|
# |
1378 - 01 |
Prediction of the metal -non-metal tansition using the Linear Isotherm Regularity
|
# |
1377 - 01 |
Prediction of the Inversion Curve and the Maximum Value of the J- T for Some Refrigerants
|
# |
1377 - 01 |
Prediction of the Attractive Branch of the Effective Pair Potential by Using the Joule- Thomson Inversion Curve
|
# |
1377 - 01 |
prediction of the hydrocarbon and cfc liquid mixtures densities
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# |
1375 - 01 |