由四溴化碳、卤阴离子和溶剂分子组成的三角形卤键和氢键超分子复合物的理论与谱学研究

通过计算化学结合谱学实验揭示了四溴化碳与卤阴离子在质子溶剂中形成的CBr₄…X^-…H-C三角形的三键超分子复合物的作用模式. 卤键与氢键的强度均遵循：碘化物>溴化物>氯化物. 三键复合物中的卤键与氢键均呈现一定的协同效应. 紫外可见吸收光谱观察到四溴化碳与卤阴离子作用出现的新电荷转移峰,即卤键作用的吸收峰. 并利用Benesi-Hildebrand法确定了1:1的化学计量比、摩尔吸光系数及键合常数. 摩尔吸光系数及键合常数受溶剂的介电常数影响,在相同溶剂中遵循碘化物>溴化物>氯化物. 由键合常数表示的作用强度与理论计算的作用能相一致. 红外光谱测定的溶剂分子C-H振动频率随卤阴离子的加入有明显的红移,预示着C-H…X^-氢键的形成. 实验与理论均证明这种通过共享卤阴离子的三键复合物的存在.     

腺嘌呤-5-溴尿嘧啶复合物中的卤键

利用从头算和密度泛函理论研究了腺嘌呤(A)-5-溴尿嘧啶复合物中(T+)中的键合模式. 研究结果表明，T+中的Br原子同时与A分子中的氨基氢和氮原子存在弱的相互作用，在这种结合模式中，Br原子与亲核基团H正面结合，同时与亲电基团N侧面结合，分别形成氢键和卤键.静电势分析发现：T+中的Br原子与A中的N7 (或N1)是通过静电相互吸引的. Br与N原子之间的相互作用通过分子中的原子理论得以证实. 关键点的拓扑参数显示卤键是闭壳层相互作用. 自然键轨道分析说明，A中N原子上孤对电子的电荷主要转移到C{Br的反     

HX与H_2O分子间氢键理论研究

在B3LYP/6-311++G~(**)水平上对H_2O与HX(F,C1,Br,I)分子间形成的(H_2O)_2HX和H_2O(HX)_2六元环氢键复合物的构型进行了全优化,频率计算表明,所有构型中O(2)—H(1),O(6)—H(5)及X(6)—H(5)的伸缩振动频率均发生红移,而对于X(4)—H(3)的伸缩振动频率在(H_2O)_2HF、(H_2O)_2HCl、H_2O(HF)_2体系中发生红移,在(H_2O)_2HBr、(H_2O)_2HI、H_2O(HCl)_2、H_2O(HBr)_2、H_2O(HI)_2体系中发生蓝移.在MP2/6-311++G~(**)水平上计算了体系的相互作用能,得到F、Cl、Br所形成的复合物其总相互作用能均为负值,而I形成的复合物其总相互作用能为正值.采用SCRF(PCM)方法研究了体系的溶剂化效应,结果表明溶剂化效应使复合物更稳定.自然键轨道(NBO))分析表明,复合物分子中的直接超共轭作用,导致了复合物中O(2)—H(1)、O(6)—H(5)及X(6)—H(5)键有所拉长,同时增加了复合物的稳定性.综合分析得到八种复合物的稳定性顺序为:H_2O(HF)_2(H_2O)_2HF(H_2O)_2HCl(H_2O)_2HBrH_2O(HCl)_2H_2O(HBr)_2(H_2O)_2HIH_2O(HI)_2.     

1,2,3-三氮杂苯-水复合物氢键相互作用

用密度泛函理论在B3LYP/6-31 G**水平上对1,2,3-三氮杂苯和水形成1:1、1:2和1:3复合物的基态氡键结构进行几何优化和性质计算．计算结果表明,复合物之间存在较强的氢键作用．所有稳定复合物结构中形成一个N…H-O氢键并终止于O…H-C氢键的氢键水链构型最稳定．氢键的形成是水分子中H-O键振动频率减小(红移)．NBO分析表明,最稳定的1:1、1:2和1:3复合物发生分子间电荷转移总量分别为0．0222e、0．0261e和0．0273e．同时,用含时密度泛函理论方法在TD-B3LYP/6-31 G**水平计算了1,2,3-三氮杂苯单体及其氢键复合物的第一1(n,π*)激发态的垂直激发能．     

HOX(X=F,Cl)二聚体红移氢键的理论研究

用理论方法研究了二聚体HOX(X=F,Cl)分子间氢键,在B3LYP/6-31+G(d,p)、 B3LYP/6-311++G(d,p)、MP2/6-31+G(d,p)和MP2/6-311++G(d,p)水平上,利用标准方法和均衡校正方法对二聚体进行了几何优化、振动频率和相互作用能的计算。同时,利用电子密度拓扑分析和自然键轨道分析对红移氢键的本质进行了分析。研究表明：分子间O—H…O和O—H…X(X=F,Cl)氢键的形成使二聚体中O—H键伸长,伸缩振动频率减小,形成红移氢键。NBO分析表明,电荷转移效应占优势,因此形成O—H…O和O—H…X(F,Cl)红移氢键。     

同时基于氢键和卤键的尿素含碘衍生物对卤素阴离子的识别机理

采用密度泛函B3LYP(Becke, three-parameter, Lee-Yang-Parr)量子化学理论方法探讨了同时基于氢键和卤键者两种弱相互作用的尿素无氟含碘衍生物对卤素阴离子（F-,Cl-,Br-和I-）的识别机理, 结果发现尿素衍生物受体分子A以其结构中的两个N-H键和两个C-I与卤素阴离子间形成四齿弱键进行识别. 其中包括2个N-H…X-红移氢键和2个C-I…X-蓝移卤键弱相互作用. 另外, 经BSSE校正后的A…F-, A…Cl-, A…Br-和A…I-分子识别体系中相互作用能ΔECP分别为-48.90, -121.78, -311.42和-96.55 kJ/mol, 从结合强度上来看, 受体A对Br-和Cl-具有较好的识别能力, 而对F-的识别能力相对较弱. 此外, 采用自然键轨道(NBO)理论分析了C…X-（X= F-,Cl-,Br-和I-）识别体系中红移氢键和蓝移卤键的电子行为与性质.     

HArF和HNO二聚体相互作用氢键的理论研究

用二阶微扰理论结合6-311+G**、6-311++G**和6-311++G(2d,2p)基组对氢键相互作用二聚体HNO···HArF进行研究．在MP2/6-311+G**、MP2/6-311++G**和MP2/6-311++G(2d,2p)水平上，利用标准方法和均衡校正方法对二聚体进行了几何优化、振动频率和相互作用能的计算．对于相互作用能采用G2MP2方法计算．计算结果表明存在两种稳定的二聚体HNO···HArF结构，在这两种结构中，Dimer I(H···F)比Dimer II(H···O)更加稳定．通过振动频率的计算表明，在Dimer I(H···F)中存在N-H···F蓝移氢键，在DimerII(H···O)中存在Ar-H···O红移氢键，并对蓝移氢键加以确认．利用电子密度拓扑学分析和自然键轨道分析对于氢键红移和蓝移进行了合理解释．     

同时基于氢键和卤键的尿素含碘衍生物对卤素阴离子的识别机理北大核心CSCD

采用密度泛函B3LYP(Becke,three-parameter,Lee-Yang-Parr)量子化学理论方法探讨了同时基于氢键和卤键者两种弱相互作用的尿素无氟含碘衍生物对卤素阴离子(F-,Cl-,Br-和I-)的识别机理,结果发现尿素衍生物受体分子A以其结构中的两个N-H键和两个C-I与卤素阴离子间形成四齿弱键进行识别.其中包括2个N-H…X-红移氢键和2个C-I…X-蓝移卤键弱相互作用.另外,经BSSE校正后的A…F-,A…Cl-,A…Br-和A…I-分子识别体系中相互作用能ΔECP分别为-48.90,-121.78,-311.42和-96.55kJ/mol,从结合强度上来看,受体A对Br-和Cl-具有较好的识别能力,而对F-的识别能力相对较弱.此外,采用自然键轨道(NBO)理论分析了C…X-(X=F-,Cl-,Br-和I-)识别体系中红移氢键和蓝移卤键的电子行为与性质.     

邻二氮杂苯-水复合物氢键相互作用的理论研究

用密度泛函理论B3LYP方法和MP2方法分别对邻二氮杂苯与水形成1∶1和1∶2复合物的基态氢键结构与相互作用能进行了理论计算,结果表明复合物之间存在较强的氢键N…H-O相互作用,在复合物中,水的H-O对称伸缩振动频率明显红移.同时,使用含时密度泛函理论方法计算了邻二氮杂苯单体及复合物的第一1(n,π)和1(π,π)激发态的垂直激发能.     

HNO二聚体蓝移氢键的理论研究

利用分子轨道从头算理论和密度泛函理论结合不同理论基组对于N-H…O蓝移氢键进行了详细的研究.利用标准方法和均衡校正方法对二聚体进行了几何优化,振动频率和相互作用能的计算.拓扑学和自然键轨道理论对于蓝移氢键的本质进行分析.自然键轨道(NBO)分析表明,σ*(N-H)轨道上电子密度降低是电子密度重排效应的结果.分子内电子重排、轨道再杂化和电子受体内部结构重组共同作用结果导致了N-H的振动频率大幅蓝移现象的出现.     

Halogen bond between hypervalent halogens YF3/YF5 (Y=Cl,Br, I) and H2X (X= O,S, Se)

ABSTRACT

The complexes of H₂X (X?=?O, S, Se) with hypervalent halogens YF₃ and YF₅ (Y?=?Cl, Br, I) have been studied. The σ-hole on the Y atom participates in a halogen bond with the lone pair on the chalcogen atom. In addition, some secondary interactions coexist with the halogen bond in most complexes. The interaction energy correlates with the nature of both X and Y atoms. In most cases, the complex is more stable for the heavier Y atom and the lighter X atom. Of course, there are some exceptions in H₂X···YF₃. YF₃ forms a more stable complex with H₂X than does YF₅. These complexes are dominated by electrostatic interaction and the halogen bond involving H₂S and H₂Se exhibits some covalent character.

Halogen bond plays an important role in chemical reactions and multivalent halogens can regulate chemical reactions by participating in a halogen bond. Thus we compare the effect of the chalcogen electron donor on the strength and nature of halogen bonding involving multivalent halogens.     

Theoretical Studies on the Fe-M Interactions and 31P NMR in Fe(CO)3(EtPhPpy)2MX2 (X=NCS, SCN, Cl; M=Zn, Cd, Hg)

采用密度泛函理论PBE0方法,计算了单核配合物[Fe(CO)3(EtPhPpy)2] (1)、双核配合物[Fe(CO)3(EtPhPpy)2M(NCS)2] (2:M=Zn,3: M=Cd,4: M=Hg) 和[Fe(CO)3(EtPhPpy)2CdX2] (5:X=Cl,6: X=SCN)的几何构型和电子结构,研究了Fe-M相互作用及其对31P化学位移的影响. 结果表明：配合物的稳定性(S)为S(2)>S(3)>S(4),S(3)≈S(6)>S(5).在[Fe(CO)3(EtPhPpy)2CdX2]体系中,含[SCN]-配合物的稳定性大于含Cl-的. Fe-M相互作用的强度(I )顺序为I (2)≈I (3)相似文献   

Relativistic density functional investigation of UX6（X=F,Cl,Br and I）

The molecular structures and the vibrational frequencies of uranium hexahalides UX 6(X=F,Cl,Br and I) molecules are investigated by using local density approximation(LDA) and generalised gradient approximation(GGA) functions(BP,BLYP and RPBE) in combination with two different relativistic methods(scalar and scalar+spin-orbit relativistic effects).The calculated results show that the differences are trivial between scalar and scalar+spin-orbit relativistic methods.The vibrational frequencies are also compared with existing experimental values,and overall,the RPBE approach gives the smallest error.The bond dissociation energies(BDEs) of UX 6 are computed by using the RPBE function,thereby obtaining exact vibrational frequencies.In addition,the calculated magnitudes of the spin-orbit effect on the BDE of UX 6(X=F,Cl,Br,and I) are found to be approximately-0.3198,-0.3218,-0.3609 and-0.4415 eV,respectively.     

Investigations of the optical and EPR spectra for (NiX6) (X=Cl, Br, I) clusters

In this paper, the formulae of optical spectral levels and electron paramagnetic resonance (EPR) spectra in trigonal symmetry of 3d⁸ ions are established on the basis of strong field mechanism and a two spin-coupling (SO) parameters model. Unlike the classical crystal-field approach which has only taken the SO coupling of the central metal ions into account, the contribution of the SO coupling of the ligand ions to the optical and EPR spectra has been included in these formulae. When the optical and EPR spectra of the strong covalent crystals are calculated, the reasonable results can be obtained if the two SO parameters model has been put into action. As an application, the optical and EPR spectra of the (NiX₆)⁴⁻ clusters in CsMgX₃:Ni²⁺ (X=Cl, Br, I) crystals have been studied by the complete diagonalization (of energy matrix) method (CDM). The calculated results agree well with experimental findings. From the investigations, a more valid method to calculate the optical and EPR spectra for 3d⁸ ions clusters is provided.     

Polyacrylonitrile–sulfolane–CuX2 (X=Cl, Br, CF3SO3) solid polymer electrolyte

A series of polyacrylonitrile–sulfolane–CuX₂ (PAN–TMS–CuX₂, where X=Cl, Br, CF₃SO₃) polymer electrolytes, of thickness between 0.03 and 0.07 cm, were prepared by means of the solution cast technique. The solvent content was as high as 60–70 wt.%. Conductivities of the foils obtained from impedance measurements were of the order of 10⁻³ Ω⁻¹ cm⁻¹. Temperature variation of the conductivity for all the systems studied was of the Arrhenius type. Exchange current density at the Cuelectrolyte interface, determined from the Tafel plot, was of the order of milliampere (mA). Cyclic voltammetry showed the irreversible character of the copper plating–stripping process.     

Calculations of ionization and excitation energies for SiH3 X (X = F,Cl, Br and I) using the discrete variational Xα method

The electronic structure of silyl halide SiH₃ X molecules are investigated using the discrete variational Xα method based on the Hartree—Fock—Slater model. Theoretical ionization and excitation energies are in very good agreement with the experimental results of UPS and UV spectra. The effects of Si 3d orbitals are found to be significant on the bondings and orbital energies.     

Electrical properties of the Ag6PSe5X (X=Cl, Br, I) argyrodites

The total electrical conductivities at room temperature of Ag₆PSe₅Cl, Ag₆PSe₅Br, and Ag₆PSe₅I were found to be 2.0×10⁻⁴, 5.6×10⁻⁴, and 6.8×10⁻⁴ S/cm, respectively. In the chloride and iodide compounds, the electronic contribution comprises approximately 1% of the total conductivity, although it exceeds 10% of the total conductivity in the bromide compound. Ag₆PSe₅Cl and Ag₆PSe₅Br exhibit purely Arrhenius behavior throughout the temperature range 150-300 K. Ag₆PSe₅I exhibits a second-order anomaly in electrical conductivity at 324 K.     

Charge transfer transitions in the excitation spectra of PrX3:Ce (X=Cl, Br) scintillators

The Cl⁻→Pr³⁺ charge transfer transition is identified to occur in the excitation spectrum of PrCl₃:Ce³⁺ at 211 nm (47,393 cm⁻¹). A model based on the dissociation of the charge transfer state is proposed to explain the presence of the ligand-to-Pr³⁺ charge transfer transition band in the excitation spectrum of PrX₃:Ce³⁺ (X=Cl, Br) when the Ce³⁺ emission is monitored.     

Theoretical studies of spin-Hamiltonian parameters for Ni ions in CsMgX3 (X=Cl, Br, I) crystals from the two-mechanism model

In this paper, the high-order perturbation formulas of spin-Hamiltonian (SH) parameters (g factors g, g and zero-field splitting D), including both the crystal-field (CF) and for the first time charge-transfer (CT) mechanisms, are established for 3d⁸ ions in trigonal octahedral clusters. By using these formulas, the SH parameters of Ni²⁺ ions in CsMgX₃ (X=Cl, Br, I) crystals are calculated. The results are consistent with the experimental values. The calculations suggest that the sign of Q^CT (Q=Δg, Δg or D, where the g-shift Δg_i=g_i−g_e, g_e≈2.0023 is the value of free-electron) due to CT mechanism is the same as that of the corresponding Q^CF due to CF mechanism, and the relative importance of CT mechanism (characterized by Q^CT/Q^CF) increases with the increasing atomic number of ligand X. So, for the 3dⁿ ML_m clusters with ligand having large atomic number, the reasonable theoretical explanations of all SH parameters should take both CF and CT mechanisms into account. The defect structure of (NiX₆)⁴⁻ impurity centers in CsMgX₃:Ni²⁺ crystals is also considered in our model.