2022
DOI: 10.1002/celc.202200505
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Gas‐phase errors affect DFT‐based electrocatalysis models of oxygen reduction to hydrogen peroxide

Abstract: Invited for this month's cover picture is the group of Federico Calle‐Vallejo and Francesc Illas from the University of Barcelona (Spain). The cover picture shows that there are three ways of simulating the energy landscape of oxygen reduction to hydrogen peroxide with density functional theory: without any corrections (yellow), with O2 corrections (yellow/red), and with O2 and H2O2 corrections (red); only the latter agrees with experiments. Read the full text of the Research Article at 10.1002/celc.202200210

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Cited by 9 publications
(12 citation statements)
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“…The free-energy diagrams allow determining the descriptor G max (η = 0 V) for the OER and PFR, using the free-energy span model from the RI with the lowest free energy to the RI with highest free energy, as introduced in section . For an accurate determination of the PFR free-energy landscape, gas-phase error corrections are called for, as discussed by Calle-Vallejo and co-workers . In the presented approach, we make use of the experimental equilibrium potential rather than calculate the H 2 O 2 molecule because the latter may result in an inaccurate equilibrium potential for the PFR.…”
Section: Application Of G Max(η)mentioning
confidence: 99%
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“…The free-energy diagrams allow determining the descriptor G max (η = 0 V) for the OER and PFR, using the free-energy span model from the RI with the lowest free energy to the RI with highest free energy, as introduced in section . For an accurate determination of the PFR free-energy landscape, gas-phase error corrections are called for, as discussed by Calle-Vallejo and co-workers . In the presented approach, we make use of the experimental equilibrium potential rather than calculate the H 2 O 2 molecule because the latter may result in an inaccurate equilibrium potential for the PFR.…”
Section: Application Of G Max(η)mentioning
confidence: 99%
“…For an accurate determination of the PFR free-energy landscape, gas-phase error corrections are called for, as discussed by Calle-Vallejo and co-workers. 121 In the presented approach, we make use of the experimental equilibrium potential rather than calculate the H 2 O 2 molecule because the latter may result in an inaccurate equilibrium potential for the PFR.…”
Section: Application Of G Max (η)mentioning
confidence: 99%
“…The DFT-predicted reduction potentials for halothane are almost error-free compared to the experimental peak potentials. While the value for BrBz is the farthest from its experimental counterpart with a difference of ∼0.3 eV, it is in the reported range of errors for DFT-calculated free energies. , The slightly higher discrepancy in BrBz may come from kinetic reasons as well.…”
Section: Resultsmentioning
confidence: 69%
“…While the value for BrBz is the farthest from its experimental counterpart with a difference of ∼0.3 eV, it is in the reported range of errors for DFT-calculated free energies. 52,53 The slightly higher discrepancy in BrBz may come from kinetic reasons as well.…”
Section: ■ Results and Discussionmentioning
confidence: 99%
“…Instead of using the energy of CH 4 (g) in the gas phase, as would be the case following the standard CBH approach, it is assumed that CH 4 is physisorbed on the surface, and we use CH 4 * accordingly. A higher amount of error cancellation can be expected when assuming physisorbed species since the typical DFT functionals that perform well for adsorbates are often less accurate at predicting gas-phase energies. , Following the formalism, the adsorption site is treated as a single Pt atom that can have either single, double, or triple bonds that can be saturated with H, too. The reaction is then balanced with the required amount of H 2 * .…”
Section: Methodsmentioning
confidence: 99%