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Data for: "First-principles modeling of plasmons in aluminum under ambient and extreme conditions"

Ramakrishna, Kushal; Cangi, Attila; Dornheim, Tobias; Vorberger, Jan; Baczewski, Andrew


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    "keywords": [
      "Warm dense matter", 
      "TDDFT"
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    "description": "<p>The theoretical understanding of plasmon behavior is crucial for an accurate interpretation of inelastic<br>\nscattering diagnostics in many experiments. We highlight the utility of linear-response time-dependent density<br>\nfunctional theory (LR-TDDFT) as a first-principles framework for consistently modeling plasmon properties.<br>\nWe provide a comprehensive analysis of plasmons in aluminum from ambient to warm dense matter conditions<br>\nand assess typical properties such as the dynamical structure factor, the plasmon dispersion, and the plasmon<br>\nlifetime. We compare our results with scattering measurements and with other TDDFT results as well as models<br>\nsuch as the random phase approximation, the Mermin approach, and the dielectric function obtained using static<br>\nlocal field corrections of the uniform electron gas parametrized from path-integral Monte Carlo simulations. We<br>\nconclude that results for the plasmon dispersion and lifetime are inconsistent between experiment and theories<br>\nand that the common practice of extracting and studying plasmon dispersion relations is an insufficient procedure<br>\nto capture the complicated physics contained in the dynamic structure factor in its full breadth.<br>\n&nbsp;</p>", 
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        "name": "Cangi, Attila", 
        "affiliation": "HZDR", 
        "orcid": "0000-0001-9162-262X"
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        "name": "Dornheim, Tobias", 
        "affiliation": "HZDR", 
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        "name": "Vorberger, Jan", 
        "affiliation": "HZDR", 
        "orcid": "0000-0001-5926-9192"
      }, 
      {
        "name": "Baczewski, Andrew", 
        "affiliation": "Sandia National Laboratoroes"
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    "pub_id": "31876", 
    "title": "Data for: \"First-principles modeling of plasmons in aluminum under ambient and extreme conditions\""
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