1991
DOI: 10.1021/j100161a037
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Ion recombination rates in rare-gas cation-halide anion systems. 2. Krypton fluoride and xenon chloride eximers

Abstract: 24 32 ' ' 6 Figure 6. Adsorption of ENTMP on calcium fluoride crystals at equilibrium. Plots of r against [ENTMP].uration g = 0.4, 0.2, and 0.1 respectively. These values reflect the high adsorption affinity at low relative undersaturation in the presence of ENTMP. A similar dependence of the degree of inhibition with change in driving force has been observed for the influence of phosphonate on the dissolution rate of magnesium fluoride" and barium fluoride19 in aqueous solution. As noted 8 io ,~N T M P J mol … Show more

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Cited by 9 publications
(22 citation statements)
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“…By modeling the formation of XeBr* fluorescence via Xe 2 + /e -recombination, followed by reaction with CF 3 Br, we found that in the first 150 ns (the time taken for the directly formed XeBr* to fluoresce), less than 5% of the total fluorescence due to the ionic pathway occurred on this time scale. This result is in good agreement with a previous determination for the analogous XeCl* exciplex system, 22 where it was shown that on the time scale of direct excited state xenon reaction with CFCl 3 , the amount of fluorescence from the ionic recombination process was less than 8% of the total value. Thus, we believe that the fractions of excited state and ionic recombination reaction measured in this study are accurate to within these values.…”
Section: Resultssupporting
confidence: 93%
See 1 more Smart Citation
“…By modeling the formation of XeBr* fluorescence via Xe 2 + /e -recombination, followed by reaction with CF 3 Br, we found that in the first 150 ns (the time taken for the directly formed XeBr* to fluoresce), less than 5% of the total fluorescence due to the ionic pathway occurred on this time scale. This result is in good agreement with a previous determination for the analogous XeCl* exciplex system, 22 where it was shown that on the time scale of direct excited state xenon reaction with CFCl 3 , the amount of fluorescence from the ionic recombination process was less than 8% of the total value. Thus, we believe that the fractions of excited state and ionic recombination reaction measured in this study are accurate to within these values.…”
Section: Resultssupporting
confidence: 93%
“…The fitted value of k 5 ) 6.4 × 10 9 dm 3 mol -1 s -1 is in reasonable agreement with the rate constant used previously for modeling Xe 2 + /X -ionic recombination, k 5 ) 2.2 × 10 9 dm 3 mol -1 s -1 , where this latter value was determined from the ratio of the xenon three-body and two-body quenching rate constants for XeCl*. 22 By use of the above rate constants and the determined value of G o *, the excited state yield dependence on CF 3 Br pressure was calculated across the pressure range of this study. These values are shown in comparison to the experimental yield data in Figure 4, with excellent agreement observed.…”
Section: G ) 100φ Epsupporting
confidence: 88%
“…The inverse plot of these yields (Figure 1) shows a limiting linear slope at CFCl 3 pressures above 0.60 Torr. At lower pressures, the deviation from this linearity has been demonstrated 15 to be due to the ionic recombinationformed fluorescence being significant.…”
Section: Resultsmentioning
confidence: 96%
“…18,21 The relative contributions of the energy-transfer and ionic recombination processes could not be temporally resolved in this system. It has been shown previously 15 that the energytransfer process could be isolated by lowering the incident pulse energy and intensity to extremely low values and also by using very low xenon pressures. This slowed the ionic recombination reaction to such an extent that at short times (<200 ns) the fluorescence from this process was negligible.…”
Section: Resultsmentioning
confidence: 99%
“…Using Xe for the buffer gas Z, Mezyk et al [27] obtained a measured rate coefficient of ~4 x 10 -12 m 3 s -1 for reaction (43), compared with a smaller value of ~1 x 10-iZm 3 S -1 calculated using the Bates formula [28], Morgan and Bates [29], employing the electrostatic tidal ionic recombination model [30] in a Monte Carlo simulation, achieved excellent agreement with the data of Mezyk et al [27]. Tidal recombination cap~ be applied to explain reaction (44).…”
Section: (44)mentioning
confidence: 99%