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Predictions of bound-bound transition signatures in x-ray Thomson scattering
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Bound-bound transitions can occur when localized atomic orbitals are thermally depleted, allowing excitations that would otherwise be forbidden at zero temperature. We predict signatures of bound-bound transitions in x-ray Thomson scattering measurements of laboratory-accessible warm dense conditions. Efficient average-atom models amended to include quasibound states achieve continuity of observables under ionization and agree with time-dependent density functional theory in their prediction of these scattering signatures, which hold compelling diagnostic potential for high-energy-density experiments.
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Reconciling chemical models of X-ray Thomson Scattering with the Bethe $f$-sum rule
Including bound-bound transitions and exact Coulomb bound-free matrix elements makes the Chihara model satisfy the Bethe f-sum rule for hydrogen-like atoms.
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