Time-dependent density-functional theory (TDDFT) is a quantum mechanical approach for the dynamical properties of electrons in matter. It's widely used in (bio)chemistry and physics to calculate molecular excitation energies and optical properties of materials. This is the first graduate-level text on the formal framework and applications of TDDFT.
Time-dependent density-functional theory (TDDFT) is a quantum mechanical approach for the dynamical properties of electrons in matter. It's widely used in (bio)chemistry and physics to calculate molecular excitation energies and optical properties of materials. This is the first graduate-level text on the formal framework and applications of TDDFT.
Carsten A. Ullrich, Department of Physics and Astronomy, University of Missouri - Columbia.
Inhaltsangabe
1: Introduction 2: Review of ground-state density-functional theory 3: Fundamental existence theorems 4: Time-dependent Kohn-Sham scheme 5: Time-dependent observables 6: Properties of the time-dependent xc potential 7: The formal framework of linear-response TDDFT 8: The frequency-dependent xc kernel 9: Applications in atomic and molecular systems 10: Time-dependent current-DFT 11: Time-dependent optimized effective potential 12: Extended systems 13: TDDFT and many-body theory 14: Long-range correlations and dispersion interactions 15: Nanoscale transport and molecular junctions 16: Strong-field phenomena and optimal control 17: Nuclear motion A: Atomic units B: Functionals and functional derivatives C: Densities and density matrices D: Hartree-Fock and other wave-function approaches E: Constructing the xc potential from a given density F: DFT for excited states G: Systems with noncollinear spin H: The dipole approximation I: A brief review of classical fluid dynamics J: Constructing the scalar from the tensor xc kernel K: Semiconductor quantum wells L: TDDFT in a Lagrangian frame M: Inversion of the dielectric matrix N: Review literature in DFT and many-body theory O: TDDFT computer codes
1: Introduction 2: Review of ground-state density-functional theory 3: Fundamental existence theorems 4: Time-dependent Kohn-Sham scheme 5: Time-dependent observables 6: Properties of the time-dependent xc potential 7: The formal framework of linear-response TDDFT 8: The frequency-dependent xc kernel 9: Applications in atomic and molecular systems 10: Time-dependent current-DFT 11: Time-dependent optimized effective potential 12: Extended systems 13: TDDFT and many-body theory 14: Long-range correlations and dispersion interactions 15: Nanoscale transport and molecular junctions 16: Strong-field phenomena and optimal control 17: Nuclear motion A: Atomic units B: Functionals and functional derivatives C: Densities and density matrices D: Hartree-Fock and other wave-function approaches E: Constructing the xc potential from a given density F: DFT for excited states G: Systems with noncollinear spin H: The dipole approximation I: A brief review of classical fluid dynamics J: Constructing the scalar from the tensor xc kernel K: Semiconductor quantum wells L: TDDFT in a Lagrangian frame M: Inversion of the dielectric matrix N: Review literature in DFT and many-body theory O: TDDFT computer codes
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