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ÇëÇó¸÷λ´óÉñ£¬¸ù¾ÝÎïÀí»¯Ñ§¹«Ê½£¨deltagrxn=deltag0+rtlnq£©¼ÆËã³ö£º1mol/l ºÍ12.9mol/l ¶ÔÓ¦µÃdeltagsol=-3.0kcal/mol ºÍ-6.0kcal/molºÍdeltagsol=-5.0kcal/mol ºÍ-11.1kcal/mol£¬Ð»Ð»ÎÄÏ×doi£º10.1021/jacs.7b03548 We also calculated the reaction Gibbs free energies of different numbers of DMF solvent molecules binding to Ni(NaCO3)2 to identify the suitable number of explicit DMF molecules to solvate sodium atoms. The reaction free energies in solution, ¦¤Gsol, were calculated using two different DMF concentrations, 1M and 12.9M. The latter represents the concentration of DMF in pure liquid DMF computed from the density of DMF (0.944 g/ml) and molar mass of DMF (73.09 g/mol). Under the reaction conditions, the DMF concentration is expected to be lower than 12.9 M. The concentration corrections to Gibbs free energies of reaction were calculated using ¦¤Grxn = ¦¤G⁰ + RTlnQ (T = 298.15 K). Calculations indicate that adding 2 or 3 DMF molecules per sodium to make the sodium four- or five-coordinate, respectively, is the most favorable thermodynamically. In this study, we used four-coordinate sodium and chose Ni(NaCO3)2•4DMF as the active catalyst. DeltaGsol ¡¾DMF¡¿ [DMF] =1M =12.9 M Ni(NaCO3)2 + 2DMF ¡ú Ni(NaCO3)2•2DMF -3.0 -6.0 Ni(NaCO3)2 + 4DMF ¡ú Ni(NaCO3)2•4DMF -5.0 -11.1 Ni(NaCO3)2 + 6DMF ¡ú Ni(NaCO3)2•6DMF -2.5 -11.6 Ni(NaCO3)2 + 8DMF ¡ú Ni(NaCO3)2•8DMF 2.9 -9.3 |
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