2003
DOI: 10.1039/b302050a
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Thermodynamic changes associated with the formation of the hydrated electron after photoionization of inorganic anions: a time-resolved photoacoustic study

Abstract: The enthalpy and volume changes, deltaH and deltaV, associated with the 266 nm laser-induced photoionization reactions of aqueous ferrocyanide and iodide ions, to yield the hydrated electron, e(-)aq, and oxidized products were determined by temperature-dependent time-resolved photoacoustics. The photoionization quantum yield as function of temperature (9-30 degrees C) was determined by laser flash photolysis actinometry. The obtained values were used for the calculation of thermodynamic parameters associated w… Show more

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Cited by 29 publications
(20 citation statements)
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“…[19][20][21][22][23][24] Indeed, our potential, dubbed Larsen-Glover-Schwartz (LGS) in the literature, predicts that the electron is overly bound energetically 19,20,25 and has a negative molar volume of solvation, 26 in contrast to what is known from experiment. 27,28 On the other hand, our non-cavity picture provides many qualitatively and even quantitatively correct predictions that are missed by the more standard cavity model, including the shape of the O-H stretching band in the hydrated electron's resonance Raman spectrum, 16,17 the temperaturedependence of the electron's ground-state absorption spectrum, 16,17 the hydrated electron's time-resolved photoelectron spectroscopy, 29 and the behavior of hydrated electrons at the air/water interface. 26 Other recent theoretical calculations, which suggest a "hybrid" model with an electron that has only a small central cavity, still require a significant electronwater overlap like that in our non-cavity model to reproduce experimental findings.…”
Section: Introductionmentioning
confidence: 77%
“…[19][20][21][22][23][24] Indeed, our potential, dubbed Larsen-Glover-Schwartz (LGS) in the literature, predicts that the electron is overly bound energetically 19,20,25 and has a negative molar volume of solvation, 26 in contrast to what is known from experiment. 27,28 On the other hand, our non-cavity picture provides many qualitatively and even quantitatively correct predictions that are missed by the more standard cavity model, including the shape of the O-H stretching band in the hydrated electron's resonance Raman spectrum, 16,17 the temperaturedependence of the electron's ground-state absorption spectrum, 16,17 the hydrated electron's time-resolved photoelectron spectroscopy, 29 and the behavior of hydrated electrons at the air/water interface. 26 Other recent theoretical calculations, which suggest a "hybrid" model with an electron that has only a small central cavity, still require a significant electronwater overlap like that in our non-cavity model to reproduce experimental findings.…”
Section: Introductionmentioning
confidence: 77%
“…The solid line in the figure is the prediction from the Stokes–Einstein–Debye (SED) equation: 1 τ calc normalr = 6 D SED = k normalB T V η ( 3 2 ρ false[ ( 2 ρ 2 1 ) S ρ false] ρ 4 1 ) S = false( ρ 2 1 false) 1 / 2 .25em ln [ ρ + ( ρ 2 1 ) 1 / 2 ] where V and ρ are the solute volume and the axial ratio of solute, respectively. These parameters were taken from the literature (0.04 nm 3 and 1.89 for V and ρ, respectively ,, ). As is shown in the figure, the relaxation times in RTILs are shorter than the prediction from the SED theory.…”
Section: Resultsmentioning
confidence: 99%
“…We note that our one-electron non-cavity pseudopotential has been criticized, [24][25][26] both for overbinding the electron energetically 15,27 and for predicting a negative molar solvation volume 28 when experiment suggests that this parameter should be positive. 29 Nevertheless, non-cavity hydrated electron models have been shown to account for 0021-9606/2017/147(7)/074503/14/$30.00…”
Section: Introductionmentioning
confidence: 99%