Search results for "Tight binding"

showing 10 items of 33 documents

Tight-Binding Model for Spontaneous Magnetism of Quantum Dot Lattices

2003

We use a simple tight-binding model to study the magnetism of two-dimensional quantum dot lattices with 1 to 12 electrons per dot. The results show that in the middle of an electron shell the lattice favours antiferromagnetism while with nearly empty or full shells ferromagnetism is favoured. The size of the antiferromagnetic region increases with the coordination number of the dot. A one-dimensional dot lattice shows a spin-Peierls transition. The results for a square lattice are in good agreement with density functional calculations of Koskinen et al.

PhysicsCondensed matter physicsMagnetismCoordination numberElectron shellCondensed Matter::Mesoscopic Systems and Quantum Hall EffectCondensed Matter PhysicsSquare latticeAtomic and Molecular Physics and OpticsTight bindingFerromagnetismQuantum dotAntiferromagnetismCondensed Matter::Strongly Correlated ElectronsMathematical PhysicsPhysica Scripta
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Tight-binding calculation of spin splittings in semiconductor superlattices

1995

PhysicsTight bindingCondensed matter physicsSemiconductor superlatticesSpin (physics)Physical Review B
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Density-functional based tight-binding study of small gold clusters

2006

In this paper, we report the ability of self-consistent-charge density-functional based tight-binding method to describe small gold clusters. We concentrate our investigations mainly on anions, and find that the method describes their geometric and electronic structures fairly well, in comparison with density-functional calculations. In particular, the method correctly reproduces the planarity of ground-state structures up to cluster sizes in agreement with experiment and density-functional theory.

Physicsself-consistent-field methodTight bindingOrbital-free density functional theoryCluster (physics)General Physics and AstronomyAtomic physicsspectroscopy and geometrical structure of clustersMolecular physicsPlanarity testingdensity functional theory
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Effects of the Surface and Finite Temperature on the Electronic Structure of Metal Clusters

1996

The most fascinating feature of simple metal clusters is the existence of the electronic shell structure. This was observed first in alkali[1] and noble metals[2] and later also in some other nontransition metals[3,4,5]. The shell structure is a consequence of nearly free valence electrons confined to a finite volume. A spherical potential will always lead to a shell structure, the origin of which is the orbital angular momentum l and the large degeneracy (2l+1) associated with it. However, this primitive shell structure is strengthened by ’accidental’ degeneracies between states having different principal quantum numbers. Thus the shell structure of a hydrogen atom is different from that o…

Physicssymbols.namesakeAngular momentumTight bindingCondensed matter physicsPrincipal quantum numberPhysics::Atomic and Molecular ClusterssymbolsSemiclassical physicsHydrogen atomElectronic structureValence electronSchrödinger equation
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Level-spacing distribution in the tight-binding model of fcc clusters.

1993

A lattice-gas Monte Carlo method is used to simulate metallic fcc clusters at finite temperatures. A tight-binding model including s and p electrons has been derived for reproducing the free-electron-like energy band for the bulk metal and this model is used for calculating the electronic structures of the fcc cluster. The resulting level-spacing distribution at the Fermi energy is a Wigner distribution. The width of the distribution in small clusters is smaller than that calculated from the bulk density of states. In the lattice gas clusters the energy gaps related to the electronic magic numbers do not show up at the Fermi level. The energy between the last occupied and the first unoccupi…

Physicssymbols.namesakeTight bindingCondensed matter physicsBinding energyFermi levelDensity of statessymbolsFermi energyLevel-spacing distributionElectronic band structureFermi gasPhysical review. B, Condensed matter
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Shell structure and level spacing distribution in metallic clusters

1993

The lattice gas Monte Carlo and tight binding method is used to study the electronic shell structure in large metallic clusters. The average density of states of a large ensemble of deformed clusters shows the same shell structure as the most spherical geometry. The level spacing distribution at the Fermi level is a Wigner distribution.

Spherical geometrysymbols.namesakeMaterials scienceTight bindingCondensed matter physicsMonte Carlo methodFermi levelsymbolsDensity of statesWigner distribution functionElectronic structureLevel-spacing distributionAtomic and Molecular Physics and OpticsZeitschrift f�r Physik D Atoms, Molecules and Clusters
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Structure and superconductivity in LnNi2B2C: comparison of calculation and experiment

2001

Abstract The experimental relation between the superconducting transition temperature ( T c ) and lattice size for the lanthanide nickel borocarbides is clarified. The electronic density of states (DOS) at the Fermi energy is calculated by the LMTO method for selected non-magnetic lanthanides. The T c and the DOS are both shown to scale in the same way with a structural parameter that characterizes the bond angle in the NiB 4 tetrahedra. The results strongly support arguments that the suppression of superconductivity on going from smaller to larger lanthanides in the quaternary nickel borocarbides is structurally driven. A structure– T c relationship of this type is unusual for intermetalli…

SuperconductivityLanthanideCondensed matter physicsIntermetallicchemistry.chemical_elementFermi energyGeneral ChemistryCondensed Matter PhysicsCondensed Matter::Materials ScienceNickelMolecular geometryTight bindingchemistryCondensed Matter::SuperconductivityMaterials ChemistryTetrahedronCondensed Matter::Strongly Correlated ElectronsSolid State Communications
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Correction to “Self-Consistent Charge Density-Functional Tight-Binding Parameterization for Pt–Ru Alloys”

2018

Tight bindingChemistryThermodynamicsCharge density02 engineering and technologyPhysical and Theoretical ChemistrySelf consistent010402 general chemistry021001 nanoscience & nanotechnology0210 nano-technology01 natural sciences0104 chemical sciencesThe Journal of Physical Chemistry A
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Tight-Binding Simulations of Nanowires

2015

Tight bindingMaterials scienceChemical physicsNanowire
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A tight-binding potential for the simulation of solid and liquid iodine

2003

In this work, we suggest an interatomic potential for iodine applicable to the simulation of the condensed phases of the halogen within the temperature and density range accessible to experiments. The potential includes an attractive term that is partitioned into directional chemical bonding with a many-particle character and a pairwise interaction. Despite its simplicity, the potential reproduces the crystal structure of solid iodine, the presence of atomic phases with increasing pressure, and the metallic or insulating character of the solid phases. Finally, we present preliminary simulation results for fluid iodine.

Work (thermodynamics)Range (particle radiation)ChemistryInteratomic potentialCrystal structureCondensed Matter PhysicsMetalTight bindingChemical bondChemical physicsvisual_artHalogenvisual_art.visual_art_mediumPhysical chemistryGeneral Materials ScienceJournal of Physics: Condensed Matter
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