Integral equation theory based dielectric scheme for strongly coupled electron liquids
P. Tolias, F. Lucco Castello, T. Dornheim
Abstract
In a recent paper, Lucco Castello et al. (arXiv:2107.03537) provided an accurate parameterization of classical one-component plasma bridge functions that was embedded in a novel dielectric scheme for strongly coupled electron liquids. Here, this approach is rigorously formulated, its set of equations is formally derived, and its numerical algorithm is scrutinized. A systematic comparison with available and new path integral Monte Carlo simulations reveals a rather unprecedented agreement especially in terms of the interaction energy and the long wavelength limit of the static local field correction.
Topics & Concepts
Path integral formulationLong wavelength limitLimit (mathematics)PhysicsPath integral Monte CarloScheme (mathematics)Monte Carlo methodDielectricIntegral equationStatistical physicsPath (computing)Energy (signal processing)Field (mathematics)ElectronSet (abstract data type)Quantum electrodynamicsWork (physics)Bridge (graph theory)Quantum mechanicsPlasmaComputational physicsField theory (psychology)MathematicsApplied mathematicsQuantum Monte CarloMathematical analysisSeries (stratigraphy)WavelengthBasis functionBasis (linear algebra)Classical mechanicsQuantum field theoryDust and Plasma Wave PhenomenaPlasma Diagnostics and ApplicationsLaser-induced spectroscopy and plasma