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Dielectric relaxation studies of charge-transfer complexes in solution

机译:溶液中电荷转移复合物的介电弛豫研究

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According to Mulliken's theory,1 charge-transfer complexes are formed by interaction between molecules acting as electron donors (e.g., aromatic hydrocarbons, dioxan) and other molecules acting as electron acceptors (e.g., quinones, aromatic nitrο-compounds). The formation of charge-transfer complexes is accompanied by the appearance of an ultraviolet absorption which is absent in the spectra of the individual components. The intensity of this characteristic ultraviolet absorption is used to calculate the equilibrium constant in the reaction Donor + Acceptor ? Complex assuming a 1:1 stoichiometry for the complex. The wave function of the complex is written as ψn = aψ0 + bψ1 where ψ0 is the “no-bond” wave function and contains the “classical” inter molecular interactions (e.g., dispersion forces, dipole-induced dipole forces) between donor and acceptor, ψ1 is the “dative-bond” wave function where an electron has been transferred from the donor to the acceptor, and the coefficients a and b determine the relative contributions of the “no-bond” and the “dative-bond” structures. In the ground electronic state of the complex, the “nobond” wave function predominates (a b),2 and electrostatic interactions provide the major contribution to the interaction energy between acceptor and donor. The calculated electrostatic energy between trinitrobenzene and benzene at an intermolecular distance of 3.5 ? is 7.6 kJ mole?1, 3 and the observed enthalpy of formation of the complex in carbon tetrachloride is 7.1 kJ mole?1, 4 Complexes between nonpolar components exhibit a finite orientation polarization. 2 Part of this polarization arises from any charge transfer between the donor and acceptor, but contributions from induced dipoles are very significant.5 In the equilibrium Donor + Acceptor ? Complex between a nonpolar donor and a nonpolar acceptor, the formation and subsequent decomposition of the complex provides a relaxation mechanism for the orientation polarization. The relaxation time observed in weak complexes is then a function of the lifetime of the complex. The results describe some dielectric measurements on such weak complexes.
机译:根据Mulliken的理论,通过作为电子供体(例如芳族烃类,二恶英)和作为电子受体的其他分子的分子之间的相互作用相互作用形成1个电荷转移复合物(例如,醌,芳香硝基化合物)。电荷转移复合物的形成伴随着紫外线吸收的外观,其在各个组分的光谱中不存在。这种特征紫外线吸收的强度用于计算反应供体+受体中的平衡常数?假设复合物的1:1化学计量的复合物。复合物的波浪函数被写为ψn=a∈0+bψ1,其中ψ0是“无键”波函数,并包含供体和受体之间的“经典”间分子相互作用(例如,分散力,偶极子诱导的偶极力) ,ψ1是“DIVE键”波功能,其中电子已经从供体转移到受体,并且系数A和B确定“无键”和“DIVE - 键”结构的相对贡献。在该复合物的地面电子状态下,“Nobond”波函数主要(A B),2和静电相互作用为受体和供体之间的相互作用能提供了主要贡献。三硝基苯和苯之间的静电能量在分子间距离为3.5?是7.6 kJ摩尔·πα1,3和所观察到的络合物在四氯化碳中形成的焓是7.1kj摩尔·α1,4非极性组分之间的4个络合物表现出有限的取向极化。来自供体和受体之间的任何电荷转移,出现了2个部分的这种极化,但诱导偶极子的贡献非常显着.5在均衡供体+受体中?非极性供体与非极性受体之间的复合物,复合物的形成和随后的分解为取向极化提供了弛豫机制。在弱复合物中观察到的弛豫时间是复合物的寿命的函数。结果描述了这种弱复合物的一些电介质测量。

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