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Comparison of density functional approximations and the finite-temperature Hartree-Fock approximation in warm dense lithium

机译:高温致密锂中密度泛函近似与有限温度Hartree-Fock近似的比较

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摘要

We compare the behavior of the finite-temperature Hartree-Fock model with that of thermal density functionalntheory using both ground-state and temperature-dependent approximate exchange functionals. The test systemnis bcc Li in the temperature-density regime of warm dense matter (WDM). In this exchange-only case, therenare significant qualitative differences in results from the three approaches. Those differences may be importantnfor Born-Oppenheimer molecular dynamics studies of WDM with ground-state approximate density functionalsnand thermal occupancies. Such calculations require reliable regularized potentials over a demanding range ofntemperatures and densities. By comparison of pseudopotential and all-electron results at T = 0 K for small Linclusters of local bcc symmetry and bond lengths equivalent to high density bulk Li, we determine the densitynranges for which standard projector augmented wave (PAW) and norm-conserving pseudopotentials are reliable.nThen, we construct and use all-electron PAWdata sets with a small cutoff radius that are valid for lithium densitiesnup to at least 80 g/cm3.
机译:我们使用基态和温度相关的近似交换函数,将有限温度Hartree-Fock模型的行为与热密度函数理论的行为进行了比较。测试系统在温暖致密物质(WDM)的温度密度范围内以密件抄送锂电池充电。在这种仅交换的情况下,三种方法的结果在质量上存在显着差异。这些差异对于具有基态近似密度泛函和热占用的WDM的Born-Oppenheimer分子动力学研究可能很重要。这种计算需要在要求的温度和密度范围内可靠的正则化电位。通过比较局部bcc对称的小Lincluster和等效于高密度体Li的键长在T = 0 K时的伪电势和全电子结果,我们确定了标准投影仪增强波(PAW)和守恒伪伪电势的密度范围然后,我们构造并使用具有最小截止半径的全电子PAW数据集,这些数据集对于至少80 g / cm3的锂密度有效。

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    《PHYSICAL REVIEW E》 |2012年第5期|1-12|共12页
  • 作者单位

    Quantum Theory Project Departments of Physics and of Chemistry P.O. Box 118435 University of Florida GainesvilleFlorida 32611-8435 USA;

    Quantum Theory Project Departments of Physics and of Chemistry P.O. Box 118435 University of Florida GainesvilleFlorida 32611-8435 USA;

    Quantum Theory Project Departments of Physics and of Chemistry P.O. Box 118435 University of Florida GainesvilleFlorida 32611-8435 USA;

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