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Path-integral calculation of the third dielectric virial coefficient of noble gases

Giovanni Garberoglio, Allan H. Harvey, Bogumił Jeziorski

2021The Journal of Chemical Physics14 citationsDOIOpen Access PDF

Abstract

(T) of noble gases, including exchange effects. The quantum effects are taken into account with the path-integral Monte Carlo method. Calculations employing state-of-the-art pair and three-body potentials and pair polarizabilities yield results generally consistent with the few scattered experimental data available for helium, neon, and argon, but rigorous calculations with well-described uncertainties will require the development of surfaces for the three-body nonadditive polarizability and the three-body dipole moment. The framework, developed here for the first time, will enable new approaches to primary temperature and pressure metrology based on first-principles calculations of gas properties.

Topics & Concepts

Virial coefficientNeonPolarizabilityNoble gasPath integral Monte CarloDipoleHeliumMoment (physics)ArgonQuantumMonte Carlo methodChemistryQuantum Monte CarloStatistical physicsPhysicsPath integral formulationAtomic physicsThermodynamicsQuantum mechanicsMathematicsMoleculeStatisticsPhase Equilibria and ThermodynamicsAtmospheric Ozone and ClimateChemical Thermodynamics and Molecular Structure
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