RbBr/CsBr-CH3OH/C2H5OH-H2O三元体系的溶解度

采用自制的相平衡研究装置,测定了RbBr-CH_3OH/C_2H_5OH-H_2O和CsBr-CH_3OH/C_2H_5OH-H_2O四个三元体系在25、35、45℃三个温度下的平衡溶解度;同时得到了四个三元体系饱和溶液中不同盐浓度下的折光率数据.实验结果表明,在所有的体系中,随着甲醇或乙醇质量分数的增加,RbBr和CsBr在水中的溶解度逐渐降低;并且折光率也逐渐减小.用经验关联方程对溶解度进行了拟合,同时给出了CH_3OH和C_2H_5OH分别对RbBr和CsBr的盐析率曲线.     

La(NCS)3·4.5H2O与18C6在乙醇中的配合行为及热化学研究

采用半微量相平衡方法研究了三元体系La(NCS)3@4.5H2O-18C6-C2H5OH在298.15K的溶解度,测定了各饱和溶液的折光率.该体系形成两种化学计量的配合物,其组成分别为[La(NCS)318C6]@4.5H2O(I)和[La2(NCS)6(18C6)3]     

RbNO_3-C_2H_5OH-H_2O三元体系的液-固相平衡及其性质

测定了RbNO3-C2H5OH-H2O体系在25℃和50℃的等温平衡溶解度及饱和液的性质(密度和折光率).绘制了相图,计算了盐析率,评价了盐析效果.用经验公式分别对溶解度、密度和折光率进行了关联,效果良好.体系没有产生分层现象,得到的平衡固相皆为无水铷盐,没有新化合物或水合物生成.     

25℃时KCl-RbCl-1/2-C3H7OH-H2O四元体系的液-液-固相平衡研究

本文研究了25℃时,K+,Rb+,//Cl-1/2C3H7OH,H2O两个四元体系的相平衡。测定了KCl＋RbCl＋H2O三元体系液-固相间的关系和KCl/RbCl不同质量比（1/0、0.75/0.25、0.5/0.5、0.25/0.75和0/1）在1/2-C3H7OH-H2O两种溶剂存在时的5组四元体系的液-液-固相关系。绘制出全相图。探讨了盐析效应,并采用一个五元参数方程对双液线数据进行了关联,此外采用一个经过修改Eisen-Joffe方程对结线数据和饱和平衡数据进行拟合,得到的结果令人满意。     

30℃时MgCl2-MgSO4-CH3CH2OH-H2O四元体系液固相平衡的研究

采用等温法测定了30℃时Mg Cl2-Mg SO4-CH3CH2OH-H2O四元体系及边界三元体系Mg Cl2-CH3CH2OH-H2O和Mg SO4-CH3CH2OH-H2O的相平衡数据,绘制了相图并划分了相应的结晶区。实验结果表明,随着乙醇-水体积比不同,四元体系Mg Cl2-Mg SO4-CH3CH2OH-H2O出现了不同的结晶区,随着乙醇含量的增加,Mg Cl2和Mg SO4的溶解度越来越小,不饱和区越来越小,体系中平衡固相的结晶水含量越来越低,说明乙醇具有一定的盐析作用和脱水作用。当乙醇-水体积比为5∶5时,是获得镁盐的最佳比例。这为芒硝和白钠镁矾共生矿中镁盐的分离和提纯提供基础的理论数据。     

三水合高氯酸镨与18-冠-6配合的研究

采用半微量相平衡方法研究了三元体系Pr(ClO4)3.3H2O-18C6-C2H5OH在298.15K的溶解度, 测定了饱和溶液的折光率。该体系在298.15K时生成两种化学计量的配合物: Pr(ClO4)3.18C6.3H2O(1)和Pr(ClO4)3.2(18C6).3H2O(2)。制备了两种固态配合物, 用化学分析, IR, DTG和TG研究了配合物的组成和性质, 采用量热法, 测定了298.15K时18C6, 配合物1和2在乙醇中的积分溶解热, 以及Pr(ClO4)3.3H2O在18C6-C2H5OH溶液中的积分溶解热。利用本文设计的热化学循环, 求得了两种配合物的标准生成焓。     

三水合高氯酸镨与18-冠-6配合的研究

采用半微量相平衡方法研究了三元体系Pr(ClO4)3.3H2O-18C6-C2H5OH在298.15K的溶解度, 测定了饱和溶液的折光率。该体系在298.15K时生成两种化学计量的配合物: Pr(ClO4)3.18C6.3H2O(1)和Pr(ClO4)3.2(18C6).3H2O(2)。制备了两种固态配合物, 用化学分析, IR, DTG和TG研究了配合物的组成和性质, 采用量热法, 测定了298.15K时18C6, 配合物1和2在乙醇中的积分溶解热, 以及Pr(ClO4)3.3H2O在18C6-C2H5OH溶液中的积分溶解热。利用本文设计的热化学循环, 求得了两种配合物的标准生成焓。     

四元体系Na+,K+∥CO32-,B4O72--H2O 298K相平衡研究

采用等温溶解平衡法研究了四元体系Na^ ,D^ //CO3^2-,B4O7^2--H2O 298K时的相关系,该四元体系298K时的溶解度等温图含有5个相区：Na2B4O7.10H2O,K2B4O7.4H2O,Na2CO3.10H2O,K2CO3.3/2H2O和复盐Na2CO3.K2CO3.H2O,7条单变量曲线和3个共饱点,其中NaCO3.K2CO3.H2O K2CO3.3/2H2O K2B4O7.4H2O为相称共饱点,体系中发现了一种新的复盐：Na2CO3.K2CO3.H2O,这种复盐同时存在于含Na^ ,K^ //CO3^2-H2O三元体系的其它四元或高元体系中。     

273 K下Na2CO3-Na2SO4-Na2B4O7-H2O四元体系介稳相平衡的实验研究

采用等温蒸发法研究了四元体系Na2CO3-Na2SO4-Na2B4O7-H2O在273 K时的介稳相平衡及平衡液相的密度. 利用溶解度数据绘制了该四元体系273 K下的相图. 研究结果表明, 该四元体系有异成分复盐2Na2SO4·Na2CO3形成. 相图中有2个共饱点、5条单变量曲线和4个结晶相区. 4个结晶相区分别为盐Na2CO3·10H2O, Na2SO4·10H2O, Na2B4O7·10H2O和2Na2SO4·Na2CO3的结晶区. 复盐2Na2SO4·Na2CO3同时存在于包含Na2CO3-Na2SO4-H2O三元体系的其它四元体系或高元体系中. 在273 K介稳平衡相图中, 碳酸钠以Na2CO3·10H2O形式析出; 硫酸钠以Na2SO4·10H2O的形式析出; 硼酸钠的完整分子式为Na2B4O5(OH)4·8H2O. Na2CO3对Na2B4O7有盐析作用.     

碱金属和稀土溴化物Meyer反应的相化学研究(Ⅱ)──CsBr-REBr_3-13%HBr-H_2O(RE=La,Pr,Nd,Sm)四元体系在25℃时的相图研究

对CsBr－NdBr3－13％HBr－H2O四元体系25℃时的相平衡进行了研究,比较CsBr与REBr3（RE=La,Pr,Nd,Sm）在氢溴酸介质中反应的相化学关系发现,轻稀土的相似性和以Nd为界的"二分组效应"首次在相化学行为上有所体现．对化合物5CsBr·2REBr3·22H2O做了热分析测试．根据体系的相化学关系设计了新的固相反应,并进行了新类型化合物的合成．     

硝酸铷在醇水混合溶剂中的溶解度

本文通过简单精确的分析方法测定了硝酸铷在水、水＋甲醇以及在水＋乙醇中在不同温度下的溶解度。在甲醇和乙醇存在的情况下，硝酸铷在水的溶解度都明显降低。通过四参数方程对试验数据拟和，取得了满意的结果。同时也测定了三元体系在“饱和”和“非饱和”状态下的折光率，并对折光率和醇及盐的浓度进行关联。     

Equilibrium Phase Behavior of Ethylene Glycol/Glycerin＋RbNO3/CsNO3＋H2O at 288.15 and 298.15 K

The solubilities, densities and refractive indices for the four ternary systems ethylene glycol/glycerin＋ RbNOJCsNO3＋H20 were measured with mass fractions of ethylene glycol or glycerin in a range of 0 to 1.0 at 288.15 and 298.15 K. In all the cases, the presence of either ethylene glycol or glycerin significantly reduces the solubilities of the rubidium nitrate and cesium nitrate in aqueous solution, but the refractive indices increase with the increase of mass fraction of either ethylene glycol or glycerin. The density, refractive index and solubility of the saturated ternary systems were correlated with each other via polynomial equations. In addition, the refractive indices and densities of unsaturated solutions were also determined for the four ternary systems with different salt concentrations, which were correlated with the salt concentration and proportion of ethylene glycol or glycerin in the solution.     

Solubilities, Densities and Refractive Indices of Rubidium Chloride or Cesium Chloride in Ethanol Aqueous Solutions at Different Temperatures

The data of solubilities, densities and refractive indices of rubidium chloride or cesium chloride in the system CEHsOH-H2O were measured by using a simple accurate analytical method at different temperatures, with mass fractions of ethanol in the range of 0 to 1.0. In all cases, the presence of ethanol significantly reduced the solubility of rubidium chloride and cesium chloride in aqueous solution. The solubilities of the saturated solutions were fitted via polynomial equations as a function of the mass fraction of ethanol. The CsC1-C2H5OH-H2O ternary system appeared in two liquid phases： alcoholic phase and water phase, when the mass fractions of ethanol were in the range of 10.37% to 49.59% at 35 ℃. Density and refractive index were also determined for the same ternary systems with varied unsaturated salt concentrations. Values for both experiment and theory were correlated with the salt concentrations and proportions of alcohol in the solutions. The equations proposed could also account for the saturated solutions.     

298.15和308.15 K时1,2-丙二醇+MCl (M=Na,K, Rb,Cs)+H2O三元体系的溶解度、密度和折光率

系统研究了1,2-丙二醇+MCl (M=Na, K, Rb, Cs)+H₂O三元体系在298.15 和308.15 K时的等温相平衡. 采用硝酸汞滴定法测定了体系中无机盐的含量, 采用安东帕RXA170 折光率仪及DMA4500 密度计测定了所有体系的折光率和密度数值. 报道了1,2-丙二醇质量分数从0增加到0.9过程中饱和及不饱和三元溶液体系的等温溶解度、密度和折光率数据. 实验结果发现, 随着1,2-丙二醇的不断加入, 饱和溶液的溶解度和密度均呈现出减小的趋势, 而折光率的变化则呈现出相反的趋势. 采用经验方程关联了不同醇水比条件下不饱和溶液的密度和折光率实验数据, 获得了较为理想的拟合结果. 本研究的开展充实了碱金属盐在混合溶剂中的热力学数据, 为相关溶液化学研究奠定了基础.     

LaCl3-CS(NH2)2-H2O体系的研究

本文报告了以LaCl3·7H2O和LaCl3·3H2O作为原料用溶度法研完LaCl3-CS(NH2)2-H2O体系在30℃和50℃的溶度。体系30℃和50℃的等温溶度图皆为简单共饱型,其溶度曲线由两支组成,分别与CS(NH2)2和LaCL3·7H2O的结晶相对应。30℃时CS(NH2)2的溶度由纯水中的16.83%降到共饱点的6.15%,LaCl3由49.32%降到46.72%,在50℃时则分别由32.46%降到8.98%和51.72%降到48.05%。无论以LaCl3·7H2O或以LaCl3·3H2O为原料平衡所得的点均落在相同的溶度曲线和折光指数-组成(干盐)曲线上。     

Refractive Index and Density Measurements for Selected Binary Protic‐Protic,Aprotic‐Aprotic,and Aprotic‐Protic Systems at Temperatures from 298.15 K to 308.15 K

The refractive indices (n) and the densities (ρ) of: (1) protic‐protic solvent mixtures (methanol‐ethanol, methanol‐porpanol, methanol‐butanol and ethanol‐water), (2) aprotic‐aprotic solvent mixtures (acetonitrile‐dimethylformamide, acetonitrile‐dimethylsulphoxide, and acetonitrile‐1,4‐dioxane) and (3) aprotic‐protic solvent mixtures (dimethylformamide, acetonitrile with water and some aliphatic alcohols) were measured experimentally at different temperatures (25, 30 and 35 °C). From the values of the measured refractive indices and densities, the excess refractive indices (n^E), molar refractions (R), atomic polarization (P_A), molar volumes (V), solvated radii (r) and polarizabilities (α) of the mixed solvents were calculated. The results show that the solvent‐solvent interaction reaches maximum value at a definite mole fraction (x) of each solvent depending on its nature. Also, the excess refractive indices, densities and atomic polarizations are found to decrease as the temperature increases. On the other hand, the molar volumes, solvated radii, molar refractions and polarizabilities are found to increase as the temperature increases.     

Experimental measurement and modeling of solubility of LiBr and LiNO3 in methanol, ethanol, 1-propanol, 2-propanol and 1-butanol

The solubility of lithium bromide and lithium nitrate in solvents methanol, ethanol, 1-propanol, 2-propanol and 1-butanol were measured in the range between 298.15 and 338.15 K using an analytical gravimetric method. An empirical equation was used to fit the experimental solubilities and the Pitzer model with inclusion of Archer's ionic strength was used for the calculation of osmotic coefficients. The experimental data of system pressures (p) for the correlation of LiBr + ethanol, LiBr + 2-propanol at T (298.15-333.15 K) and LiNO₃ + ethanol at T (298.15-323.15 K) were obtained from published literatures. Moreover, the parameters of the Pitzer model were re-correlated and were used to predict mean ion activity coefficients. A procedure was also presented to predict the solubility products of salts in pure organic solvent.     

Solubilities,densities and refractive indices for the ternary systems ethylene glycol + MCl + H2O (M = Na,K, Rb,Cs) at (15 and 35) °C

The solubilities, densities and refractive indices data for the four ternary systems ethylene glycol + MCl + H₂O (M = Na, K, Rb, Cs) at different temperatures were measured, with mass fractions of ethylene glycol in the range of 0 to 1.0. In all cases, the presence of ethylene glycol significantly reduces the solubility of the salts in aqueous solution. The experimental data of density, refractive index and solubility of saturated solutions for these systems were correlated using polynomial equations as a function of the mass fraction of ethylene glycol. On the other hand, the refractive index and density of unsaturated solutions was also determined for the four ternary systems with varied unsaturated salt concentrations. Values for both the properties were correlated with the salt concentrations and proportions of ethylene glycol in the solutions.     

Measurement and thermodynamic model study on equilibrium solubility in the ternary system KCl-KBr-H2O at 323.15 K

The solubilities and the refractive indices of the KCl-KBr-H₂O system at 323.15 K were studied with the isothermal dissolution method. The phase diagram and refractive index diagram were plotted for this system at 323.15 K. There is only one crystallization field of the solid solution K(Cl, Br). The system belongs to the solid solution type. The refractive indices of the equilibrium solution varies regularly with w(KCl) increasing. The calculated refractive index data are in good agreement with the experimental data. The parameter Ψ_{K, Cl, Br} at 323.15 K was fitted using the measured solubility data in this study. The equilibrium constant equation for the equilibrium solids at 323.15 K were obtained using the different Pitzer parameters from the literature or this work with a method using the activity product constant. The calculated solubilities agree well with experimental values.