The nature of intermolecular forces.
Intermolecular forces theory, considering hydrogen atom interaction through Born- Oppenheimer approximation and variational calculations
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Intermolecular forces theory, considering hydrogen atom interaction through Born- Oppenheimer approximation and variational calculations
Intermolecular force determination methods, discussing model construction, experimental data analysis, quantal calculations, spectroscopic observations and beam scattering
Retarded intermolecular forces, discussing Casimir and Polder retarded dipole-dipole energy of interaction between two ground state atoms in terms of trigonometric integrals
Perturbation theories of intermolecular forces compared for connections of equivalency
Intermolecular forces in methyl chloride and benzene calculated using spherical shell central potential theory
Exchange perturbation theories of weak intermolecular forces
Intermolecular forces at close approach distances in calculating thermodynamic and transport properties of high temperature dilute gases, using molecular beam methods
Intermolecular forces and excited state from atomic line shape experiments, comparing numerical calculations with experimental data
A computational fluid dynamics algorithm is developed for the study of high-pressure axisymmetric hypersonic nozzle flows. The effects of intermolecular forces and vibrational nonequilibrium are included in the analysis. The numerical simulation of gases with an arbitrary equation of state is discussed. Simulations for a high pressure nozzle (p(0) = 138 MPa) demonstrate that both intermolecular forces and vibrational nonequilibrium have a significant affect on the flow. These nonideal effects tend to increase the Mach number at the nozzle exit plane. Thus, they must be included in the design and analysis of high pressure hypersonic nozzles.
Moderately long-range relativistic intermolecular forces, obtaining interaction energies
Intermediate range intermolecular forces with overlapping wave functions and exchange effects calculated for ionized H molecule using perturbation theory
Some of the basic problems associated with the determination of intermolecular forces are considered.
Transport collision integrals tabulated for spherical shell potential describing intermolecular forces in globular molecules
Spherical shell potential extension to shells of differing diameters for intermolecular forces in globular molecules, considering binary gaseous mixtures
Generalized Breit-Pauli Hamiltonian used to give systematic treatment of magnetic and other relativistic intermolecular energies
Benzene quadrupole moment estimates from second virial coefficient data with polarizability in intermolecular potential function and from molecular susceptibility anisotropy
By adopting a perspective informed by contemporary liquid-state theory, we consider how to train an artificial neural network potential to describe inhomogeneous, disordered systems. Here, we find that neural network potentials based on local representations of atomic environments are capable of describing some properties of liquid-vapor interfaces but typically fail for properties that depend on unbalanced long-ranged interactions that build up in the presence of broken translation symmetry. These same interactions cancel in the translationally invariant bulk, allowing local neural network potentials to describe bulk properties correctly. By incorporating explicit models of the slowly varying long-ranged interactions and training neural networks only on the short-ranged components, we can arrive at potentials that robustly recover interfacial properties. We find that local neural network models can sometimes approximate a local molecular field potential to correct for the truncated interactions, but this behavior is variable and hard to learn. Generally, we find that models with explicit electrostatics are easier to train and have higher accuracy. We demonstrate this perspective in a simple model of an asymmetric dipolar fluid, where the exact long-ranged interaction is known, and in an ab initio water model, where it is approximated.
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