2017
DOI: 10.1103/physrevlett.119.065301
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High-Pressure Behavior of Hydrogen and Deuterium at Low Temperatures

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Cited by 24 publications
(32 citation statements)
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“…5). The phase boundary agrees well with the experiment 32 , particularly for the more classically behaved deuterium. Similarity to experiments on deuterium rather than hydrogen is perhaps unsurprising, since nuclear quantum effects such as zero-point motion are significant at the low temperatures investigated here.…”
Section: à ásupporting
confidence: 85%
See 1 more Smart Citation
“…5). The phase boundary agrees well with the experiment 32 , particularly for the more classically behaved deuterium. Similarity to experiments on deuterium rather than hydrogen is perhaps unsurprising, since nuclear quantum effects such as zero-point motion are significant at the low temperatures investigated here.…”
Section: à ásupporting
confidence: 85%
“…This methodology, whether based on DFT or QMC, predicts hcp-like ground states for Phases I-III in agreement with X-ray data. However the spectroscopic signature of the Phase II-the appearance of many sharp, low-frequency, and peaks 11,32 -is not well reproduced by the quasiharmonic calculations. As explained in the previous paragraph, the likely cause is a failure of the harmonic mode assumption for excited states, rather than the DFT itself.…”
mentioning
confidence: 86%
“…These recent developments pave the path towards NMR spectroscopy experiments in the pressure range relevant for high pressure hydrogen phases II-VI. Phase II of hydrogen first appears at pressures in the range 73-110 GPa [20][21][22], and that of deuterium at even lower pressures of about 25 GPa [23]. Phase III appears in the pressure range 150-170 GPa [24], and phase IV in the pressure range 200-220 GPa [25].…”
mentioning
confidence: 99%
“…H/D isotopic effects have been discussed in the four crystal structures of the molecular solid observed so far, namely phases I, II, III and IV. These studies have shown that the phase I/II boundary has a strong isotope dependence, whereas the phase II/III boundary is almost identical for H and D [76][77][78][79][80][81][82][83]. In phase I, the H 2 molecules rotate freely, following the quantum rotational partition 6 function [84], whereas in phase II the hydrogen molecules are preferentially aligned on their crystalline lattice sites [85].…”
Section: Quantum Nature Of Condensed Phase Hydrogenmentioning
confidence: 99%