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chemical thermodynamics of neptunium and plutonium - U.S. ...

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696 A. Discussion <strong>of</strong> selected referencesTable A.13: Values <strong>of</strong> temperature coefficients for st<strong>and</strong>ard potentials from Blanc <strong>and</strong>Madic [84BLA/MAD].(∂ E ◦ /∂T ) therm / V·K −1 (∂ E ◦ /∂T ) isotherm / V·K −1 r S ◦ / J·K−1·mol−1Pu 4+ /Pu 3+ ∼ (0.0021 ± 0.0004) ∼ (0.0019 ± 0.0004) (183±39)Np 4+ /Np 3+ ∼ (0.0021 ± 0.0004) ∼ (0.0019 ± 0.0004) (183±39)PuO 2+2 /PuO+ 2 0.00085 0.00065NpO 2+2 /NpO+ 2 0.00043 0.00023couples at I=1 are approximately +0.2 <strong>and</strong> +0.6 mV.K −1 for Np <strong>and</strong> Pu respectively.Blanc <strong>and</strong> Madic then claimed values <strong>of</strong> +0.43 <strong>and</strong> +0.85 mV.K −1 for I=0. Usingthe authors’ equation 5 [59DEB/LIC] leads to values <strong>of</strong> ∂ E ◦ /∂T <strong>of</strong> +0.23 <strong>and</strong> +0.65mV.K −1 as in the table above. In the present review, because <strong>of</strong> the cycles used,a more useful value would be ∂ E ◦′ /∂T (1 M HClO 4 ). Based on the graphs in thepaper, the values <strong>of</strong> (∂ E ◦′ /∂T ) might be expected to be approximately 0.0 <strong>and</strong> +0.4mV.K −1 , respectively, for the Np <strong>and</strong> Pu couples. These values differ by no more than0.5 mV.K −1 from those determined from measurements <strong>of</strong> the potentials at differenttemperatures (cf. Figure 16.1), but the theoretical basis for the thermoelectric powervalues is not as strong. Therefore, the values <strong>of</strong> Blanc <strong>and</strong> Madic [84BLA/MAD] arenot used in in this review in determining the selected values <strong>of</strong> the entropies for theaqua ions.[84CHO/RAO]The authors used a solvent extraction technique to determine the formation constants<strong>of</strong> UO 2 F + <strong>and</strong> NpO 2 F(aq) <strong>and</strong> a potentiometric method with a fluoride ion selectiveelectrode to determine the formation constants <strong>of</strong> UO 2 F + ,NpO 2 F + <strong>and</strong> PuO 2 F + .Allresults refer to the following type <strong>of</strong> reaction (An=actinide):AnO + 2 /AnO2+ 2+ F − Å AnO 2 F(aq)/AnO 2 F +The experiments were carried out at 23 ◦ C, at pH = 2.96 <strong>and</strong> at a constant ionic strength<strong>of</strong> 1 M (NaClO 4 ). Apparently, the two independent results <strong>of</strong> Choppin <strong>and</strong> Rao forUO 2 F + were missed in the uranium review <strong>of</strong> the present series [92GRE/FUG]. Theformation constants, log 10 β 1 (UO 2 F + , I = 1M), were reported by Choppin <strong>and</strong> Rao[84CHO/RAO] as(4.52 ± 0.10) from solvent extraction <strong>and</strong> (4.70 ± 0.07) from potentiometry.The first value is fully consistent with the selection <strong>of</strong> the uranium review[92GRE/FUG], while the second one is slightly higher. The authors did not mentionwhat value they used for the protonation constant <strong>of</strong> fluoride, <strong>and</strong> this could bethe source <strong>of</strong> a small error, but is insufficient to explain the difference. However,the results <strong>of</strong> this study seem to be reliable, <strong>and</strong> we include the following values inour selection procedure in Parts III <strong>and</strong> IV, Sections 9.2.1.3, 9.1.2.4 <strong>and</strong> 18.2.1.4:log 10 β 1 (NpO 2 F + , I = 1M) = (4.27 ± 0.15),log 10 β 1 (PuO 2 F + , I = 1M) = (4.22 ±0.20), <strong>and</strong>log 10 β 1 (NpO 2 F, aq, I = 1M) = (1.26 ± 0.30). We have increased the re-

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