Ab Initio Lifetime and Concomitant Double-Excitation Character of Plasmons at Metallic Densities
arXiv:1810.06591 · doi:10.1103/PhysRevLett.122.226402
Abstract
The accurate calculation of excited state properties of interacting electrons in the condensed phase is an immense challenge in computational physics. Here, we use state-of-the-art equation-of-motion coupled-cluster theory with single and double excitations (EOM-CCSD) to calculate the dynamic structure factor, which can be experimentally measured by inelastic x-ray and electron scattering. Our calculations are performed on the uniform electron gas at densities corresponding to Wigner-Seitz radii of , 4, and 3 corresponding to the valence electron densities of common metals. We compare our results to those obtained using the random-phase approximation, which is known to provide a reasonable description of the collective plasmon excitation and which resums only a small subset of the polarizability diagrams included in EOM-CCSD. We find that EOM-CCSD, instead of providing a perturbative improvement on the RPA plasmon, predicts a many-state plasmon resonance, where each contributing state has a double-excitation character of 80\% or more. This finding amounts to an ab initio treatment of the plasmon linewidth, which is in good quantitative agreement with previous diagrammatic calculations, and highlights the strongly correlated nature of lifetime effects in condensed-phase electronic structure theory.
arXiv comment6 pages, 4 figures; accepted version
References in corpus (26)
- Relaxation and Pre-thermalization in an Isolated Quantum System
- Mid-infrared plasmons in scaled graphene nanostructures
- The Ground State Correlation Energy of the Random Phase Approximation from a Ring Coupled Cluster Doubles Approach
- Effects of Backflow Correlation in the Three-Dimensional Electron Gas: Quantum Monte Carlo Study
- The Finite Size Error in Many-body Simulations with long-Ranged Interactions
- Finite-size errors in continuum quantum Monte Carlo calculations
- Dispersive and Covalent Interactions Between Graphene and Metal Surfaces from the Random Phase Approximation
- Real-time Kadanoff-Baym approach to plasma oscillations in a correlated electron gas
- Assessment of correlation energies based on the random-phase approximation
- Phase Diagram of the Low-Density Two-Dimensional Homogeneous Electron Gas
- A Full Configuration Interaction Perspective on the Homogeneous Electron Gas
- Convergence of many-body wavefunction expansions using a plane wave basis: from the homogeneous electron gas to the solid state
- Finite-size correction in many-body electronic structure calculations
- Applying the Coupled-Cluster Ansatz to Solids and Surfaces in the Thermodynamic Limit
- Many-body quantum chemistry for the electron gas: convergent perturbative theories
- On The Relation Between Equation-of-Motion Coupled-Cluster Theory and the GW Approximation
- Spectral Functions of the Uniform Electron Gas via Coupled-Cluster Theory and Comparison to the and Related Approximations
- Correlation energy for the homogeneous electron gas: exact Bethe-Salpeter solution and new approximate evaluation
- Explicitly correlated plane waves: Accelerating convergence in periodic wavefunction expansions
- Ab Initio Quantum Monte Carlo Simulations of the Uniform Electron Gas without Fixed Nodes II: Unpolarized Case
- Developments in Stochastic Coupled Cluster Theory: The initiator approximation and application to the Uniform Electron Gas
- Plasmon Lifetime in K: A Case Study of Correlated Electrons in Solids Amenable to Ab Initio Theory
- Coupled Cluster Channels in the Homogeneous Electron Gas
- Range Separated Brueckner Coupled Cluster Doubles Theory
- Random-phase approximation excitation energies from approximate equation-of-motion ring coupled-cluster doubles
- Convergence of many-body wavefunction expansions using a plane wave basis in the thermodynamic limit
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- Effective Hamiltonians for the study of real metals using quantum chemical theories
- Full-frequency dynamical Bethe-Salpeter equation without frequency and a study of double excitations
- Dynamical correlation energy of metals in large basis sets from downfolding and composite approaches
- Machine learning for a finite size correction in periodic coupled cluster theory calculations
- Accelerating convergence to the thermodynamic limit with twist angle selection applied to methods beyond many-body perturbation theory
- Understanding plasmon dispersion in nearly-free-electron metals: the relevance of exact constraints for novel exchange-correlation kernels within time-dependent density functional theory
- Charge Collective Modes in Correlated Electron Systems: Plasmons Beyond the Random Phase Approximation
- The normal state of attractive Fermi gases from coupled-cluster theory
- Energy-filtered excited states and real-time dynamics served in a contour integral