Density functional theory is used to describe the phase behaviors of rigid molecules. The construction of the kernel function is discussed. Excluded-volume potential is calculated for two types of molecules with C (2v) symmetry. Molecular symmetries lead to the symmetries of the kernel function and the density function, enabling a reduction of configuration space. By approximating the kernel function with a polynomial, the system can be fully characterized by some moments corresponding to the form of the kernel function. The symmetries of the kernel function determine the form of the polynomial, while the coefficients are determined by the temperature and molecular parameters. The analysis of the impact of coefficients helps us to choose in...
The second virial coefficient, B 2 is computed of linear rigid rods composed of m equally spaced ...
Since the inception of computational chemistry, its practitioners have imagined the ability to predi...
Two different lattice models of hard-core molecules with attractions are discussed. Both of them ref...
We discuss the expansion of interaction kernels between anisotropic rigid molecules. The expansion d...
We formulate a density-functional theory that is capable of describing simultaneously the solid, liq...
The use of molecular simulations and ab initio calculations to predict thermodynamic properties of m...
The main purpose of this thesis is to justify the density functional theory of freezing in the case...
A density functional theory of freezing combined with an integral equation method is used to predict...
Using the thermodynamic expression for the Soret coefficient for diluted mixtures, expressed throug...
Organic molecular crystals form a condensed solid phase offering a rich vein of physical phenomena w...
Molecular crystals occur in a variety of chemically relevant problems, including pharmaceuticals and...
The present Thesis reports on the various research projects to which I have contributed during my Ph...
Author Institution: Yale University; Center for Theoretical Physics, Yale University; Center for The...
This thesis develops the use of lattice dynamical methods for organic molecular crystals. Rigid mole...
Computer simulations indicate that many forms of liquid crystalline order in lyotropic systems may b...
The second virial coefficient, B 2 is computed of linear rigid rods composed of m equally spaced ...
Since the inception of computational chemistry, its practitioners have imagined the ability to predi...
Two different lattice models of hard-core molecules with attractions are discussed. Both of them ref...
We discuss the expansion of interaction kernels between anisotropic rigid molecules. The expansion d...
We formulate a density-functional theory that is capable of describing simultaneously the solid, liq...
The use of molecular simulations and ab initio calculations to predict thermodynamic properties of m...
The main purpose of this thesis is to justify the density functional theory of freezing in the case...
A density functional theory of freezing combined with an integral equation method is used to predict...
Using the thermodynamic expression for the Soret coefficient for diluted mixtures, expressed throug...
Organic molecular crystals form a condensed solid phase offering a rich vein of physical phenomena w...
Molecular crystals occur in a variety of chemically relevant problems, including pharmaceuticals and...
The present Thesis reports on the various research projects to which I have contributed during my Ph...
Author Institution: Yale University; Center for Theoretical Physics, Yale University; Center for The...
This thesis develops the use of lattice dynamical methods for organic molecular crystals. Rigid mole...
Computer simulations indicate that many forms of liquid crystalline order in lyotropic systems may b...
The second virial coefficient, B 2 is computed of linear rigid rods composed of m equally spaced ...
Since the inception of computational chemistry, its practitioners have imagined the ability to predi...
Two different lattice models of hard-core molecules with attractions are discussed. Both of them ref...