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High Temperature Dissociation Constants of HS<sup>-</sup> and the Standard Thermodynamic Values for S<sup>2</sup><sup>-</sup>
15
Citations
25
References
2000
Year
Chemical KineticsEngineeringDissociation ConstantExperimental ThermodynamicsChemistryThermodynamic ModellingChemical EngineeringMolecular ThermodynamicsThermodynamicsEquilibrium Thermodynamic PropertyInfinite DilutionThermoanalytical MethodPhysicsPhysical ChemistryQuantum ChemistryNatural SciencesStandard Thermodynamic ValuesChemical ThermodynamicsSaturation Vapor Pressure
The magnitude of the dissociation constant for HS- = S2- + H+ at saturation vapor pressure, 25 °C, and infinite dilution is log K2a⊖ = −14.0 ± 0.2. The value of ΔG2a⊖ = (79.9 ± 2.3) kJ·mol-1, calculated from this log K2a⊖, was combined with the calorimetric enthalpy ΔH2a⊖ = (54.8 ± 1.7) kJ·mol-1, to obtain the entropy of dissociation, ΔS2a⊖ = (−84.2 ± 30.0) J·K-1·mol-1. Consistent standard thermodynamic values for the aqueous species S2- obtained from these data are as follows: ΔfG° = (91.9 ± 2.3) kJ·mol-1, ΔfH° = (38.7 ± 1.8) kJ·mol-1, and S° = (−16.0 ± 10.0) J·K-1·mol-1. The standard heat capacity of S2-, Cp° = (−284 ± 60) J·K-1·mol-1, was calculated from a correlation between Cp° and S°. The heat capacity of dissociation, ΔCp,2a⊖ = (−192 ± 60) J·K-1·mol-1, was calculated from Cp° for HS- and this Cp° for S2-. The change in R ln K2a with temperature was computed up to 300 °C and compared with experimental data from the literature. The standard potential for S(rhomb) + 2e → S2- at 25 °C and infinite dilution is E⊖ = (−0.476 ± 0.004) V. Published experimental data with the more negative log Km,2a = −17 were rejected because, while valid in, for example, (12 to 17) mol·L-1 NaOH solutions, they could not be calculated with confidence to the standard condition of infinite dilution.
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