1995
DOI: 10.1007/bf00753562
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Atomic hydrogen-deuterium mixtures at 1 kelvin: Recombination rates, spin-exchange cross sections, and solvation energies

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Cited by 24 publications
(9 citation statements)
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“…Even at ultralow temperature like the present case, the reactivity difference among hydrogen isotopes cannot be expected because the recombination is a no-barrier radical-radical reaction. The recent experiment by Hyden et al 13 at ultralow temperature supports the aforementioned prediction. They determined the gas-phase recombination reaction rate constants k HD and k DD for H + D + 4 He f HD + 4 He and D + D + 4 He f D 2 + 4 He in the superfluid helium-coated wall under zero magnetic field at ∼1 K. They obtained k H•D /k D•D ) 1.03.…”
Section: Resultssupporting
confidence: 69%
See 1 more Smart Citation
“…Even at ultralow temperature like the present case, the reactivity difference among hydrogen isotopes cannot be expected because the recombination is a no-barrier radical-radical reaction. The recent experiment by Hyden et al 13 at ultralow temperature supports the aforementioned prediction. They determined the gas-phase recombination reaction rate constants k HD and k DD for H + D + 4 He f HD + 4 He and D + D + 4 He f D 2 + 4 He in the superfluid helium-coated wall under zero magnetic field at ∼1 K. They obtained k H•D /k D•D ) 1.03.…”
Section: Resultssupporting
confidence: 69%
“…Table 3) and the concentration of the impurity D 2 is much smaller than that of HD, k 13 [T][D 2 ] can be neglected in eq 16. However, k 11 [T][H 2 ] may be the same order of magnitude as k 10 [T][HD] because k 11 is expected to be large in Table 3.…”
Section: Consideration Of Reactionmentioning
confidence: 99%
“…When cavity is detuned from the atomic transition frequency, the field radiated by the atoms is phase shifted relative to the field in the cavity. The Bloch vector precesses about the total field leading to a phase shift proportional to m 0h m 2 B Nvd͑͞d 2 1 G 2 ͒ V cav [15]. Here, N is the number of atoms, v is the transition frequency, d is the cavity detuning, G is the cavity HWHM, V cav is the effective cavity volume, and m B is the Bohr magneton.…”
mentioning
confidence: 99%
“…By applying a radiofrequency (RF) magnetic field, B 1 , at a specific frequency we can drive transitions between the singlet and the triplet states. The S → T ± (S → T 0 ) is an allowed transition when B 1 has a component perpendicular (parallel) to B 0 , and this remains true in the limit where B 0 = 0 [23]. At the fields used in this work (B 0 < 25 µT) the S → T 0 transition frequency is essentially constant, since it is a clock transition, while the S → T ± transition frequencies vary linearly with B 0 .…”
Section: Phosphorus Donor Systemmentioning
confidence: 74%