The effective mass ratio m*/m in the 3D uniform electron gas stays close to 1 with only shallow non-monotonic density dependence up to r_s=6.
Two-Electron Correlations in the Metallic Electron Gas
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abstract
We present high-precision \emph{ab initio} calculations of the four-point vertex function for the three-dimensional uniform electron gas using variational diagrammatic Monte Carlo. From these results, we extract Landau parameters that reveal a density-driven crossover from underscreening to overscreening, and obtain the full two-electron scattering amplitude on the Fermi surface with controlled accuracy. A residual analysis of the scattering amplitude against the charge-channel Kukkonen--Overhauser (KO$^+$) interaction shows that only a minimal s-wave correction in the antiparallel-spin channel is needed, defining the sKO$^+$ ansatz: KO$^+$ within the local-density approximation plus this short-range correction. Using both our direct VDMC amplitudes and the sKO$^+$ ansatz, we compute the electron-electron contribution to the thermal resistivity, obtaining quantitative agreement with experiments on simple metals (Al, Na, K, Rb). sKO$^+$ thus provides a transferable effective interaction for first-principles transport calculations in metals.
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Quantum effects govern behavior in warm dense matter and inertial fusion plasmas and are best modeled by combining quantum methods through downfolding from first-principles simulations.
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First-Principles Effective Mass in the Three-Dimensional Uniform Electron Gas
The effective mass ratio m*/m in the 3D uniform electron gas stays close to 1 with only shallow non-monotonic density dependence up to r_s=6.
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Quantum effects in plasmas
Quantum effects govern behavior in warm dense matter and inertial fusion plasmas and are best modeled by combining quantum methods through downfolding from first-principles simulations.