2011
DOI: 10.1016/j.cplett.2011.08.063
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On the hydration and hydrolysis of carbon dioxide

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Cited by 121 publications
(136 citation statements)
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“…At low pH, the amount of H 2 CO 3 relative to CO 2 (aq) is extremely small, less than 0.2% (Falcke and Eberle, 1990;Tossell, 2006;Adamczyk et al, 2009;England et al, 2011;Soli and Byrne, 2002 In order to calculate a composite D 63 for the DIC pool at low pH, we make the following assumptions. Since the hydration of CO 2 (aq) occurs at a much slower rate than the deprotonization of H 2 CO 3 to HCO À 3 (i.e., stripping off a proton occurs much more rapidly than acquiring an extra O to form a carbonate ion) (Adamczyk et al, 2009), we assume that any carbonate mineral precipitating rapidly from a DIC pool at low pH will form from the instantaneous H 2 CO 3 and HCO À 3 components of the DIC pool and not directly from CO 2 (aq).…”
Section: Discussionmentioning
confidence: 99%
“…At low pH, the amount of H 2 CO 3 relative to CO 2 (aq) is extremely small, less than 0.2% (Falcke and Eberle, 1990;Tossell, 2006;Adamczyk et al, 2009;England et al, 2011;Soli and Byrne, 2002 In order to calculate a composite D 63 for the DIC pool at low pH, we make the following assumptions. Since the hydration of CO 2 (aq) occurs at a much slower rate than the deprotonization of H 2 CO 3 to HCO À 3 (i.e., stripping off a proton occurs much more rapidly than acquiring an extra O to form a carbonate ion) (Adamczyk et al, 2009), we assume that any carbonate mineral precipitating rapidly from a DIC pool at low pH will form from the instantaneous H 2 CO 3 and HCO À 3 components of the DIC pool and not directly from CO 2 (aq).…”
Section: Discussionmentioning
confidence: 99%
“…Instead, we make comparison to a theoretical standardthe isolated excited-and ground-state atom under the same periodic boundary conditions. 23 This is equivalent to computing a difference in formation energies between the excited and ground states, and formation energies are numerically well-defined within a pseudopotential framework. 22 In practice, we then align the computed spectrum of a well-defined system (MgO in this case) to experiment and use the same constant of alignment in all further calculations using the same excited-state pseudopotential for Mg.…”
Section: ■ Introductionmentioning
confidence: 99%
“…Within the XCH approach, the relative energy alignment of XAS corresponding to core-excitations on atoms in different chemical environments is carried out through total energy differences. 95 However, since the method is based on core-hole pseudopotentials and does not explicitly include the energy of core electrons, calibration of the absolute energy position of the calculated spectra with respect to experiment involves a rigid energy shift Δ, which was determined to be 1560.65…”
Section: Methodsmentioning
confidence: 99%
“…94 The XCH approach has been described previously in detail. [94][95][96] In this method, the lowest energy X-ray excited state of the system is modeled within an occupation-constrained DFT framework employing a periodic supercell formalism wherein the core-excited atom is described through a core-hole pseudopotential and the screening due to the excited electron is taken into account self-consistently. Higher-lying X-ray excited state energies are approximated through eigenvalue differences obtained from the Kohn-Sham (KS) spectrum of the lowest energy core-excited state.…”
Section: Methodsmentioning
confidence: 99%