介质对配合物稳定性的影响——Ⅳ. Cu(SCN)+-NaNO3-tert-Butyl Alcohol-H2O体系，25℃

本文用分光光度法确定了25℃下配阳离子Cu(SCN)⁺在NaNO₃-叔丁醇-水介质中的稳定常数。混合溶剂中叔丁醇组成为0，5，10，15，20和25 wt%，离子强度范围为0.2～3.0 mole·dm^-3，溶液的pH=1.5～1.6。基于Pitzer理论用最小二乘多项式逼近法，确定了混合溶剂中配合物热力学稳定常数。讨论了配位反应的一级介质效应。     

Li2SO4-Na2SO4-H2O和Li2SO4- K2SO4-H2O溶液的体积性质

本文用高精度数字式振荡管密度计测定了288K至318K温度范围内Li₂SO₄ + Na₂SO₄ + H₂O和 Li₂SO₄ + K₂SO₄ + H₂O三元体系的密度。混合溶液的离子强度范围从0.1到4.5 mol.kg_–1,混合溶液中Na₂SO₄和K₂SO₄的离子强度分数为0.2,0.4,0.6和0.8。用密度实验值拟合得到了不同温度下Pitzer离子相互作用模型混合参数θ_V和 ψ_V,模型的计算值与实验值的偏差在±0.002 g.cm_–3以内。用Pitzer模型计算了不同离子强度下三元体系的混合体积。     

介质对配合物稳定性的影响——Ⅱ.Cu(SCN)+—NaNO3—二氧六环—水体系

本文用分光光度法确定了25℃时配阳离子Cu(SCN)~+在NaNO_3—二氧六环—H_2O介质中的稳定常数。溶剂组成变化范围为0,5,10,15和20wt％二氧六环,离子强度范围为0.2～3.0moledm~(-3),溶液的pH=1.5～1.6。本文提出了基于Pitzer方程式的最小二乘多项式逼近法,确定出各种不同组成混合溶剂中配合物的热力学稳定常数。讨论了该常数和一级介质效应与溶剂组成和介电常数的关系。     

介质对配合物稳定性的影响 Ⅳ.Cu(SCN)~ -NaNO_3-tert-Butyl Alcohol-H_2O体系,25℃

本文用分光光度法确定了２５℃下配阳离子Ｃｕ（ＳＣＮ）＋在ＮａＮＯ３－叔丁醇－水介质中的稳定常数。混合溶剂中叔丁醇组成为０，５，１０，１５，２０和２５ｗｔ％，离子强度范围为０．２～３．０ｍｏｌｅ·ｄｍ－３，溶液的ｐＨ＝１．５～１．６。基于Ｐｉｔｚｅｒ理论用最小二乘多项式逼近法，确定了混合溶剂中配合物热力学稳定常数。讨论了配位反应的一级介质效应。     

葡萄糖和水混合溶液多组分电解质热力学 Ⅱ.HCl-NaCl-d-Glucose-H_2O体系(5—45℃)

本文续前报在恒定溶液总离子强度I=1.00mol·kg~(-1),改变葡萄糖在混合溶液中的质量百分数x=5%、15%和20%的条件下,应用电动势法测定了无液接界电池(A)和电池(B)的电动势: Pt,H_2(1.013×10~5Pa)|HCl(m),d-Glucose(x),H_2O(1-x)|AgCl-Ag (A) Pt,H_2(1.013×10~5Pa)|HCl(m_A),NaCl(m_B),d-Glucose(x),H_2O(1-x)|AgCl-Ag(B) 其中x代表葡萄糖在水中的质量百分数,m_A和m_B分别是HCl和NaCl在混合溶液中的质量摩浓度。利用电池(A)的电动势数据得到了AgCl-Ag电极在d-Glucose-H_2O混合溶液中的标准电极电势Φ_m~0,讨论了HCl的迁移性质,利用电池(B)的电动势数据,确定了HCl在HCl-NaCl-d-Glucse-H_2O体系中的活度系数γ_A,实验结果表明:在恒定总离子强度下,HCl的活度系数服从Harned规则。HCl的迁移自由能与葡萄糖的质量百分数x成线性关系。计算了HCl     

葡萄糖和水混合溶液多组分电解质热力学II. HCl-NaCl-d-Glucose-H2O体系(5-45 ℃)

The thermodynamic properties of HCl-NaCl-d-Glueose-H_2O system was studied by emf measurement without liquid junction. Pt, H_2(1.013×10~5 Pa)|Hel(m), d-Glucose(x), H_2O(1-x)| Agel-Ag (A) Pt, H_2(1.013×10~5Pa)|HCl(m_A), NaCl(m_B), d-Glucose(x), H_2O(1-x)|AgCl-Ag (B) at the mass percentage of d-Glucose x=5%, 15% and 20% in the mixed solution, from 5 to 45 ℃, for cell (B) at constant total ionic strength I=1.00 mol·kg~(-1). The standard electrode potential of Ag-AgCI in the mixed solution have been determined from cell (A). The activity coefficients of HCl, γ_A, in the mixed solution system have been determined from cell (B). The results show that the activity coefficients of HCl in HCl-NaCl solutions still obeye Harned Rule. The standard transfer Gibbs free energies of HCl have calculated. The primary, secondary and total medium effect of HCl have been calculated.     

介质对配合物稳定性的影响（Ⅵ）──Fe（CTS）~－NaClO_4－C_2H_

用分光光度法在２９３±１Ｋ温度下测定了由高价阳离子Ｆｅ~（３＋）和高价阴离子（ＣＴＳ）~（４－）（３，６－二磺酸钠－１，８－二羟基萘酚）形成配阴离子Ｆｅ（ＣＴＳ）~（－）在乙醇－水混合溶剂中的稳定常数随离子强度的变化．用推广的Ｄｅｂｙｅ－Ｈ　ｃｋｅｌ方程和Ｐｉｔｚｅｒ方程计算了配位离子的热力学稳定常数，发现Ｄｅ－ｂｙｅ－Ｈ　ｃｋｅｌ方程完全不能适用本体系，而基于Ｐｉｔｚｅｒ方程的多项式逼近法则可得到满意的结果。讨论了介质效应和络合反应的标准迁移自由能。     

介质对配合物稳定性的影响(Ⅴ)——Fe(tiron)——NaClO4-C2H5OH-H2O体系

用分光光度法于295±1K温度下测定了由高价阳离子Fe³⁺和高价阴离子tiron^4-(3,5-二磺酸基邻苯二酚)形成的配阴离子Fe(tiron)^-在乙醇-水混合溶剂中的稳定常数随离子强度的变化。分别用推广的Debye-Hückel方程和Pitzer方程计算了配阴离子的热力学稳定常数,发现对本体系De-bye-Hückel方程完全不能适用,而基于Pitzer方程的多项式逼近法则可得到满意的结果。讨论了介质效应和配合反应的标准迁移自由能。     

用变分过渡态理论研究H和Si2H6反应的动力学

理论研究了氢和乙硅烷的反应. 该反应包含着2种类型的反应通道：抽提反应和取代反应; 对其机理研究结果表明抽提反应是主要反应通道; 用变分过渡态理论加小曲率隧道效应对该反应进行了动力学研究, 所得结果与实验值符合得很好. 比较该反应与氢和硅烷的反应, 结果表明乙硅烷中Si-H键的反应活性比硅烷中Si-H键的活性高.     

Pitzer-Simonson理论和Pitzer-Simonson-Clegg理论在离子液体PMIBF4水溶液中的应用

在278.15～343.15 K温度范围内, 测定了在浓度范围从摩尔分数0.09的四氟硼酸-1-甲基-3-戊基咪唑(PMIBF₄)离子液体水溶液到纯离子液体的密度, 计算了离子液体PMIBF₄水溶液的表观摩尔体积^fV, 讨论了Pitzer-Simonson (PS) 理论和Pitzer-Simonson-Clegg (PSC)理论的适用性. 以纯离子液体为参考态, 用实验数据分别拟合了Pitzer-Simonson (PS)方程、Pitzer-Simonson-Clegg (PSC)方程和简化PSC方程, 得到了这些理论模型的体积参数值. 从拟合偏差来看, PSC方程比PS方程有更好的适用性. 同时还可看出, PSC方程比只有三个参数的简化PSC方程有更小的拟合标准偏差和更好的相关系数.     

Isopiestic Measurement of the Osmotic Coefficients of Aqueous {xH 2 SO 4 + (1− x)Fe 2 (SO 4 ) 3 } Solutions at 298.15 and 323.15 K

This study measures the osmotic coefficients of {xH₂SO₄ + (1−x)Fe₂(SO₄)₃}(aq) solutions at 298.15 and 323.15 K that have ionic strengths as great as 19.3 mol,kg⁻¹, using the isopiestic method. Experiments utilized both aqueous NaCl and H₂SO₄ as reference solutions. Equilibrium values of the osmotic coefficient obtained using the two different reference solutions were in satisfactory internal agreement. The solutions follow generally the Zdanovskii empirical linear relationship and yield values of a _w for the Fe₂(SO₄)₃–H₂O binary system at 298.15 K that are in good agreement with recent work and are consistent with other M₂(SO₄)₃–H₂O binary systems.     

Application of Pitzer's equations on the system HCl+MnCl2+H2O at various temperatures. V.

Activity coefficients of hydrochloric acid in mixed solutions of manganous chloride at twelve ionic strengths, from 0.1 to 5.0 mole-kg^–1, were obtained from emf measurements of cells without liquid junction at five temperatures from 5 to 45°C. The data were interpreted in terms of the simple and convenient Pitzer treatment. Activity coefficients for manganous chloride in the mixtures were also derived using Pitzer's equations. Hydrochloric acid follows Harned's rule fromI=0.1 to 3.0 mole-kg^–1, as concluded by Downes, whereas quadratic terms are warranted fromI=3.5 to 5.0 mole-kg^–1. Contrary to Downes' conclusion, Harned's rule clearly does not hold true for manganous chloride at most ionic strengths.     

Thermodynamics of electrolyte solutions. The system HCl + CaCl2 + H2O at 298.15°K

Activity coefficients of hydrochloric acid have been determined from electromotive-force measurements of cells containing mixtures of hydrochloric acid and calcium chloride at constant total ionic strengthsI=0.1, 0.5, 1.0, 2.0, and 3.0 mole-kg^–1 at 298.15°K. Interpretations based on Scatchard's and Pitzer's equations indicate that Pitzer's equations probably provide a more convenient guide to the thermodynamic properties of the mixed-electrolyte solutions. Activity coefficients for calcium chloride were derived from these equations.     

Thermodynamics of phase equilibria of the K2SO4 +Rb2SO4+H2O system at 25°C

Activities of water in the K₂SO₄+Rb₂SO₄+H₂O system at 25°C have been measured isopiestically. On the basis of the experimental activities of water ternary parameters of the Pitzer equations have been calculated. According to our data and experimental solubility data from the literature, continous solid solutions between K₂SO₄ and Rb₂SO₄ are formed in this system. With the use of the Guggenheim polynomial for simulating excess functions of solid solutions on the basis of the original and literature solubility data, excess Gibbs energies of solid solution formation as well as a solubility diagram have been calculated. Results of the solubility calculation are in good agreement with experimental data.     

IrO2电极在含有机小分子水溶液中的电化学活性

通过循环伏安（CV）与电化学阻抗谱（EIS）测试研究了Ti基IrO2系活性涂层电极在含甲醇、甲酸及甲醛三种有机小分子的Na2SO4溶液中的电化学活性,其中以电极/溶液界面的双电层电容来表征电极的活性.结果表明,与同浓度H2SO4溶液相比,该电极在Na2SO4溶液中的电化学活性发生明显下降.有机小分子的加入降低了电极的活性表面积.发现有机物能在较宽的电位范围内发生氧化反应,但在该种电极上的电氧化速率较慢.然而,伴随着析氧反应的发生,有机物的氧化也随之加快.     

Activity coefficients for the system NaCl+Na2SO4+H2O at various temperatures. Application of Pitzer's equations

The mean activity coefficients of NaCl in the system NaCl+Na₂SO₄+H₂O at various compositions were determined in the temperature range 5–45°C from the emf of potentiometric cells. By processing the results using Pitzer's equations the mixing parameters describing the non-ideal behavior of electrolytes were calculated. The temperature coefficients of the mixing parameters were determined and found not to be significant. The mixing parameters and temperature coefficients calculated for the binary mixture can be used to describe the behavior of multicomponent systems containing NaCl and Na₂SO₄, and eventually sea water.     

Reaction with SO3 in Ionic Liquids: The Example of K2(S2O7)­(H2SO4)

The ionic liquid 1‐butyl‐3‐methylimidazolium hydrogensulfate, [bmim]HSO₄, turned out to be resistant even to strong oxidizers like SO₃. Thus, it should be a suitable solvent for the preparation of polysulfates at low temperatures. As a proof of principle we here present the synthesis and crystal structure of K₂(S₂O₇)(H₂SO₄), which has been obtained from the reaction of K₂SO₄ and SO₃ in [bmim]HSO₄. In the crystal structure of K₂(S₂O₇)(H₂SO₄) (orthorhombic, Pbca, Z = 8, a = 810.64(2) pm, b = 1047.90(2) pm, c = 2328.86(6) pm, V = 1978.30(8) ų) two crystallographically unique potassium cations are coordinated by a different number of monodentate and bidentate‐chelating disulfate anions as well as by sulfuric acid molecules. The crystal structure consists of alternating layers of [K₂(S₂O₇)] slabs and H₂SO₄ molecules. Hydrogen bonds between hydrogen atoms of sulfuric acid molecules and oxygen atoms of the neighboring disulfate anions are observed.     

Adsorption parameters of cyclobutane carboxylic acid at the interface of a mercury electrode with aqueous solutions of 0.4 M Na2SO4 + 0.1 M H2SO4

Based on the results of the regression analysis of differential capacitance curves of a mercury electrode in solutions of cyclobutane carboxylic acid (CBCA) at 25, 50, and 75°C, the adsorption parameters that enter into both the Frumkin isotherm and the model of two parallel capacitors are estimated. The free energies of adsorption found from the analysis of the temperature dependence of these parameters are incorrect due to the partial blowing out of CBCA during the deaeration of the solutions. The corresponding adsorption parameters are corrected under the assumption that the hydrophobic effect associated with the increase in the liquid-water entropy at the removal from it of CBCA molecules is the same as for n-valeric acid. The physical meaning of the squeezing-out effect is revised.     

Activity coefficients for ternary systems: VI. The system HCl + MgCl2 + H2O at different temperatures; application of Pitzer's equations

Electromotive-force measurements have been made on HCl–MgCl₂–H₂O mixtures at 5, 15, 25, 35 and 45°C at eleven different ionic strengths from 0.1–5.0 mol-kg ^–1 . The results are interpreted in terms of the simple Harned's equations, as well as the more complicated Pitzer ion-component treatment of multicomponent electrolyte mixtures. Activity coefficients for HCl in the salt mixtures obey Harned's rule up to and including I=5.0. For the salt in the acid mixtures, Harned's rule holds true up to and including I=0.5. The contribution of higher-order electrostatic terms (E and E') in the Pitzer equations is important for accurate evaluations of unlike cation-cation interactions (_H,Mg), and cation-anion-cation interactions (_H,Mg,Cl). The values of^S_H,Mg and _H,Mg,Cl (determined with E and E'), _H,Mg and _H,Mg,Cl (determined without E and E'), as well as the trace activity coefficients of HCl, _tr ^A , in solutions of MgCl₂ (where ionic strength fraction of the salt,y _B = 1) at all the experimental temperatures and ionic strengths, are reported. Results of this study are compared with those for similar systems. At I=0.1 and 25°C, the results of the Brönsted-Guggenheim specific interaction theory are discussed briefly.     

Ce3+/Ce4+电对在混酸(硫酸和甲磺酸)中的电化学行为

采用循环伏安、线性扫描、交流阻抗等技术研究了Ce³⁺/Ce⁴⁺电对在混酸(硫酸与甲磺酸)中的电化学行为,并对该体系在间接有机电合成中的应用进行了探索.结果表明：当硫酸和甲磺酸(MSA)浓度分别为0.8和1.0 mol·L^-1时,Ce³⁺/Ce⁴⁺电对具有最佳的电化学活性;在上述配比的混酸介质中,铈盐的溶解度得到了大幅提高,同时电解氧化铈(III)离子的电流效率较高（92.1%）,与纯硫酸体系中的电流效率接近（92.8%）,明显高于纯甲磺酸体系（78.5%）;该混酸介质中Ce⁴⁺在氧化茴香醚生成茴香醛这一过程中也表现出很好的氧化能力.