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首页> 外文期刊>International Journal of Quantum Chemistry >Dissociation constants of 2-azidoethanamines in aqueous solution
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Dissociation constants of 2-azidoethanamines in aqueous solution

机译:2-叠氮基乙胺在水溶液中的解离常数

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Aqueous-phase dissociation constants (K_a) for the conjugate acids of a series of 2-azidoethanamine bases: R~1N(R ~2)CH_2CH_2N_3 (1, R~1 = CH_3, R~2 = H; 2, R~1 = CH_3, R ~2 = CH_3; 3, R~1 = CH_2CH_3, R~2 = CH_2CH_3; 4, R~1/R~2 = -CH_2CH_2CH_2CH_2-; 5, R ~1/R~2 = -CH_2CH_2OCH_2CH _2-; 6, R~1 = CH_2CH_3, R~2 = CH_2CH_2N_3) were measured and found to fall between those for analogous unfunctionalized and cyanofunctionalized ethanamines. To explore the possibility of a relationship existing between the constants and molecular geometry, a theoretically based study was conducted. In it the Gibbs free energies of aqueous-phase (equilibrium) conformers of the bases and their conjugate acids were determined via a density functional theory/polarizable continuum model method. The results indicate that an attractive interaction between the amine and azide groups that underlies the lowest-energy gas-phase conformer of 2 is negated in an aqueous environment by solvent-solute interactions. The magnitudes of the free energy changes of solvation and -TS (entropic) energies of the conformers of the 2-azidoethanamines and their conjugate acids are observed to correlate with the magnitude of the separation between the conformers' amine and azide groups. However, those correlations are not by themselves sufficient to predict the relative free energies of a molecule's conformers in an aqueous environment. That insufficiency is due to the influence of the correlations being mitigated by three other parameters that arise within the thermodynamic framework employed to compute the observable. The nature of those parameters is discussed.
机译:一系列2-叠氮基乙胺碱的共轭酸的水相解离常数(K_a):R〜1N(R〜2)CH_2CH_2N_3(1,R〜1 = CH_3,R〜2 = H; 2,R〜1 = CH_3,R〜2 = CH_3; 3,R〜1 = CH_2CH_3,R〜2 = CH_2CH_3; 4,R〜1 / R〜2 = -CH_2CH_2CH_2CH_2-; 5,R〜1 / R〜2 = -CH_2CH_2OCH_2CH _2 -; 6,测量到R 1 = CH 2 CH 3,R 2 = CH 2 CH 2 N 3,并且发现它们介于类似的未官能化和氰基官能化的乙胺之间。为了探索常数与分子几何之间存在关系的可能性,进行了理论研究。其中,碱的水相(平衡)构象体及其共轭酸的吉布斯自由能是通过密度泛函理论/极化连续性模型方法确定的。结果表明,在水环境中,由于溶剂-溶质相互作用,使胺和叠氮化物基团之间的吸引力相互作用成为最低能量的气相构象体2的基础。观察到2-叠氮基乙胺和其共轭酸的构象体的溶剂化和-TS(熵)能的自由能变化的幅度与构象胺和叠氮化物基团之间的分离幅度相关。但是,这些相关性本身不足以预测水性环境中分子构象体的相对自由能。该不足是由于相关性的影响被用于计算可观测值的热力学框架内出现的三个其他参数所减轻。讨论了这些参数的性质。

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