2019
DOI: 10.1021/acs.jpcc.8b11829
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Tunneling Diffusion of Excess Protons in Amorphous Solid Water at 10 and 80 K

Abstract: This work explores the plausibility of quantum tunneling of excess protons in amorphous solid water (ASW) at temperatures as low as 10 K. The transport of protons from a proton donor (HCl) to an acceptor (NH3) species located at a controlled separation distance in an ASW film was investigated at 10 and 80 K. The proton transfer efficiency was measured by quantitation of the yield of ammonium ions using reflection–absorption infrared spectroscopy. The average transport distance of excess protons in the ASW film… Show more

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Cited by 7 publications
(14 citation statements)
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“…MD simulations indicate that the proton-hopping rate in ice I h is significantly reduced as the temperature decreases from 270 to 50 K, and it becomes almost zero in ice I c at 50 K . Lee et al investigated this issue by performing experiments to measure the proton-transfer efficiency from a donor (H 3 O + ) to an acceptor (NH 3 ) embedded in ASW at temperatures of 10–80 K. The proton-transport distance was controlled by changing the separation distance between the donor and the acceptor in the samples. They observed that protons migrated across a distance of approximately 10 water molecules on average.…”
Section: Proton Transport In Icementioning
confidence: 99%
“…MD simulations indicate that the proton-hopping rate in ice I h is significantly reduced as the temperature decreases from 270 to 50 K, and it becomes almost zero in ice I c at 50 K . Lee et al investigated this issue by performing experiments to measure the proton-transfer efficiency from a donor (H 3 O + ) to an acceptor (NH 3 ) embedded in ASW at temperatures of 10–80 K. The proton-transport distance was controlled by changing the separation distance between the donor and the acceptor in the samples. They observed that protons migrated across a distance of approximately 10 water molecules on average.…”
Section: Proton Transport In Icementioning
confidence: 99%
“…To understand chemical processes in polar environments or interstellar media, unusual chemical reactions on ice-Ih surfaces have been studied with sophisticated experimental techniques [50,[77][78][79][80][81][82]. Theoretical approaches using the ab initio calculations have also been applied to the adsorption of specific adsorbents on ice-Ih surfaces, such as acids (HOCl, HCOOH, and CH 3 COOH), halide ions (F − , Cl − , and Br − ), alkali metals (Na and Na + ), and heavy metals (Hg 0 ) [19,49,83,84].…”
Section: Hg 2+ On Ice-ihmentioning
confidence: 99%
“…In addition, although we prepared surface structures of illite, muscovite, and ice-Ih with different structural defects, more complicated structural defects and disorders than those considered in this study would also exist. For example, ice-Ih has been known to have ionic defects such as hydronium (H 3 O + ) and hydroxide (OH − ) induced from structural disorders as follows [77][78][79][80][81]85]: proton disorder associated with molecular disorientation of H 2 O molecules at a finite temperature (>72 K) within the constraints of the Bernal-Fowler-Pauling ice rules [27][28][29]87], quasi-randomly distributed dangling H and O atoms formed by the full-or half-bilayer terminations [51,82], molecular point defects due to sublimation of H 2 O molecules [53,88,89], proton defects caused by the Grotthuss mechanism [77,78,82], and a quasi-liquid layer arising from thermally induced molecular disorder [50,77,79,82,[90][91][92].…”
Section: Limitation and Future Studymentioning
confidence: 99%
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“…As we will see in the following sections, the form of the Frenkel Hamiltonian allows us to easily map unitary qubit operations onto excitonic circuit geometries. As has been shown in previous studies, 31,32 the details of the molecular structure of the dyes, such as the disorder of the molecular system, can be encoded in the elements of the Hamiltonian. The parameters of the Frenkel Hamiltonian can also be determined from classical molecular dynamics together with semiempirical electronic structure calculations on the electronically excited molecular system.…”
Section: Frenkel Exciton Modelmentioning
confidence: 79%