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金(III)、钯(II)和铂(II)氯化物配合物形成热力学的量子化学建模

Quantum chemical modeling of the thermodynamics of the formation of Au(III), Pd(II), and Pt(II) chloride complexes.

作者信息

Petrov Alexander I

机构信息

Institute of Chemistry and Chemical Technology SB RAS, Federal Research Center "Krasnoyarsk Science Center SB RAS", Krasnoyarsk, Russia.

出版信息

J Mol Model. 2022 Nov 17;28(12):391. doi: 10.1007/s00894-022-05381-8.

DOI:10.1007/s00894-022-05381-8
PMID:36394653
Abstract

Quantitative prediction of physical properties of liquids and equilibrium constants is important for many applications. Computational methods based on either explicit or implicit solvent models can be used to approximate thermodynamics of complexation. A practical method for calculating the stability constant of d chlorocomplexes (PdCl, PtCl, AuCl) in aqueous solution has been developed by using DFT and DLPNO-CCSD with the SMD solvation model and 100 unique explicit water molecules. Stability constants have been calculated by using methods, such as DFT/PBE0-D3, DLPNO-CCSD, DLPNO-CCSD-DK, and DLPNO-CCSD(T), and basis sets, such as def2-TZVPD, def2-TZVPP, ma-def2-TZVP, ma-DKH-def2-TZVP, SARC-TZVP, and SARC-TZVPP. Calculations using DFT/PBE0-D3/def2-TZVPD and DLPNO-CCSD-DK/ma-DKH-Def2-TZVP/SARC-DKH-TZVP with SMD solvation with explicit waters are found to have errors of 2-3 log units relative to experimental data. The best results are obtained by using 8 explicit waters for d aqua complexes, 14 explicit waters for d chlorocomplexes, and 4 explicit waters for chloride ion.

摘要

液体物理性质和平衡常数的定量预测在许多应用中都很重要。基于显式或隐式溶剂模型的计算方法可用于近似络合反应的热力学。通过使用DFT和DLPNO - CCSD以及SMD溶剂化模型和100个独特的显式水分子,开发了一种计算水溶液中d氯络合物(PdCl、PtCl、AuCl)稳定常数的实用方法。稳定常数已通过DFT/PBE0 - D3、DLPNO - CCSD、DLPNO - CCSD - DK和DLPNO - CCSD(T)等方法以及def2 - TZVPD、def2 - TZVPP、ma - def2 - TZVP、ma - DKH - def2 - TZVP、SARC - TZVP和SARC - TZVPP等基组进行计算。使用DFT/PBE0 - D3/def2 - TZVPD和DLPNO - CCSD - DK/ma - DKH - Def2 - TZVP/SARC - DKH - TZVP并结合显式水的SMD溶剂化计算相对于实验数据的误差为2 - 3个对数单位。对于d水络合物使用8个显式水、d氯络合物使用14个显式水以及氯离子使用4个显式水可获得最佳结果。

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