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February 5, 2026Journal of Applied Physics2 citationsOpen Access

Mott vs Kondo: Influence of various density functional based methods on the Ce isostructural phase transition mechanism

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BHBrenden W. HamiltonAMAlexander R. MuñozTJT. Alwyn Jones

Key Points

  • The aim is to evaluate various density functional methods to understand their effectiveness in predicting the Ce phase transition mechanism.
  • Conducted a survey of three levels of density functional methods: GGA, MetaGGA, and hybrid functionals.
  • Analyzed hydrostatic compression across the γ–α phase boundary at zero kelvin.
  • Compared results to experimental findings to assess accuracy.
  • Identified density functional methods that best reproduce experimental results.
  • Probed predicted mechanisms that differentiate Mott and Kondo physics in this phase transition.
  • Provided insights into the physical drivers of the Ce iso-structural phase transition.

Abstract

The cerium iso-structural phase transition (γ–α) is dominated by f-electron localization changes that results in a magnetic ordering change and a volume collapse. Generally, these physics are difficult to capture with ab initio and first principles methods. However, previous works have shown various methods to be successful in predicting at least some of the physics of the γ to α phase transition. Therefore, here, we perform a broad survey of density functional based methods across three levels of theory and types of functions GGA (generalized gradient approximation), MetaGGA, and hybrid functionals and compare the results, focusing on hydrostatic compression across the phase boundary at zero kelvin. For the methods that best reproduce experimental results, we directly probe the predicted mechanisms and frame the results in the Mott/Kondo debate, assessing how the underlying methods and assumptions of different functionals can assess the physical drivers in the phase transition, providing insight into the governing processes of this unique phase transition.

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Cite This Study

Hamilton et al. (2026) studied this question.

synapsesocial.com/papers/69843553f1d9ada3c1fb406chttps://doi.org/10.1063/5.0309770
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