1981
DOI: 10.1524/ract.1981.28.3.137
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Reactions of 18F Recoil Atoms in Gaseous CF3—CF3 and CF3—CF2H

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Cited by 4 publications
(3 citation statements)
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“…That is, without charge-transport limitation in the polymer we would have expected a mass-transport-limited reduction of Fe(phen)33+ at least 400 mV positive of where it is actually observed in Figure 4. Whenever charge transport through the fully reduced polymer limits the steady-state reduction current, eq 9 gives the steady-state current that can pass through a polymer i = nFADqjCj / d (9) thickness, d, having a diffusion coefficient for charge transport of Z>cx.55 In eq 9, n, F, and A (projected area) have their usual meaning; Cy is the concentration of the charge-carrying species in the polymer in mol/cm3. When the polymer is not fully reduced the steady-state reduction current is expected to depend linearly on the [PQ+] concentration at the electrode/polymer interface.55 This gives rise to the potential dependence given in Figure 5, since [PQ+] varies according to the Nernst equation.…”
Section: Discussionmentioning
confidence: 99%
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“…That is, without charge-transport limitation in the polymer we would have expected a mass-transport-limited reduction of Fe(phen)33+ at least 400 mV positive of where it is actually observed in Figure 4. Whenever charge transport through the fully reduced polymer limits the steady-state reduction current, eq 9 gives the steady-state current that can pass through a polymer i = nFADqjCj / d (9) thickness, d, having a diffusion coefficient for charge transport of Z>cx.55 In eq 9, n, F, and A (projected area) have their usual meaning; Cy is the concentration of the charge-carrying species in the polymer in mol/cm3. When the polymer is not fully reduced the steady-state reduction current is expected to depend linearly on the [PQ+] concentration at the electrode/polymer interface.55 This gives rise to the potential dependence given in Figure 5, since [PQ+] varies according to the Nernst equation.…”
Section: Discussionmentioning
confidence: 99%
“…The [Fe(tj5-C5H5)2]PF6 was prepared by dissolution of ferrocene in concentrated H2S04, followed by stirring for 15 min in air. The blue solution was poured (9) Dominey, R. N.; Lewis, T. J.; Wrighton, M. S. J. Phys. Chem.…”
Section: Methodsmentioning
confidence: 99%
“…That is, without charge-transport limitation in the polymer we would have expected a mass-transport-limited reduction of Fe(phen)33+ at least 400 mV positive of where it is actually observed in Figure 4. Whenever charge transport through the fully reduced polymer limits the steady-state reduction current, eq 9 gives the steady-state current that can pass through a polymer i = nFADqjCj / d (9) thickness, d, having a diffusion coefficient for charge transport of Z>cx.55 In eq 9, n, F, and A (projected area) have their usual meaning; Cy is the concentration of the charge-carrying species in the polymer in mol/cm3. When the polymer is not fully reduced the steady-state reduction current is expected to depend linearly on the [PQ+] concentration at the electrode/polymer interface.55 This gives rise to the potential dependence given in Figure 5, since [PQ+] varies according to the Nernst equation.…”
mentioning
confidence: 99%