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Using orbital-free framework, a simple numerical optimization of the density functional for ground state electronic energy is described for any type of functional approximation, demonstrated via the example of linear combinations of homogeneous functionals of the density.
A previously derived relativistic energy density functional for nuclei, based on low-energy in-medium chiral dynamics, is generalized to implement constraints from chiral SU 3) effective field theory and applied to Λ hypernuclei.
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By application of the Tight-binding method based on the density functional theory for molecular potential functions, it is possible to analyze and optimize the nucleation and layer growth mechanisms of elementary layer substrate systems.
We develop a technique for generating a set of optimized local basis functions to solve models in the Kohn Sham density functional theory for both insulating and metallic systems.
The combination of PM3 semi-empirical method for geometry optimization, and ab initio DFT (density functional theory) for energy calculation, is used to study the configurations of hydrogen molecules at 0 K within the vacuum of C60 fullerene and carbon nanocapsules.
The development of strategies for the integration of crystallographic database searching with first-principles density functional methods for the discovery and design of novel functional materials is discussed.
We also show a good agreement with the standard density functional theory for the hydrogenic molecule.
The γ value is in reasonable agreement with density functional calculations for hard spheres and Lennard-Jones systems.
The experimental observation is in excellent agreement with results from density functional theory for biaxial in-plane strain.
These experimental works have provided motivation for us to study the electronic and magnetic properties of β 12 BNRs using the density functional theory for the first time.
This is the case whether the energies determined from experiments [cyclic voltammetry (CV) and the optical gap] or calculated from density functional theory for the solid state.
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