碳酸二苯酯与低碳醇物系固液平衡研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
碳酸二苯酯(Diphenyl Carbonate,以下简称DPC)是酯基交换法合成聚碳酸酯(PC)的单体反应物之一。目前,世界各国对高质量的聚碳酸酯的需求量日益增加,并大力开发PC的非光气法合成工艺,而DPC的纯度又对PC的质量有很大的影响,因此DPC的提纯工艺就成为当前研究的热点。DPC在高温下极易分解,所以冷却结晶法则成为DPC提纯的一种有效方法。固液平衡数据是研究结晶工艺必不可少的基础数据,所以本文对DPC和七种不同低碳醇溶剂的固液平衡进行了研究。
     本文采用静态平衡法测定了DPC在甲醇、乙醇、正丙醇、异丙醇、正丁醇、异丁醇和仲丁醇七种溶剂中的固液平衡数据。实验结果表明,DPC在以上溶剂中的溶解度都随温度的升高而增大,所以可以采用冷却结晶法对DPC进行精制。DPC固液平衡数据,是重结晶研究中溶剂选择和工艺条件确定的基础,也是聚碳酸酯合成的动力学研究和工业扩大必不可少的基础数据。
     固液平衡模型研究不仅减少了实验量,而且对工业过程设计也具有重要的指导意义。本文采用了三种具有代表性的数学模型,对实验测定物系进行了固液平衡理论研究,且均取得了令人满意的效果。
     本文采用具有预测功能的UNIFAC方程对实验测定物系进行研究。在研究中定义了一种新基团C(O)O2,计算了其表面积参数和体积参数,并用实验数据回归了该基团与基团CH3OH、CH2、OH和ACH的相互作用参数。这不仅填充了UNIFAC数据库的空白,也推动了UNIFAC模型在固液平衡研究中的发展。UNIFAC方程对本文所测定溶解度数据的预测值与实验值的最大平均相对误差不超过2.1%,与实验数据符合良好。
     本文又分别采用两参数活度系数关联方程Wilson方程和固液平衡简化方程λh方程对各物系实验数据进行了关联。Wilson方程对各物系计算的平均相对误差最大值为0.36%,λh方程的最大平均误差为0.87%。Wilson方程的计算精度稍高些,但总体来说两种模型都取得了令人满意的结果。
Diphenyl carbonate is one of the main monomers of polycarbonate (PC), and we call it DPC for short. At present, the need for PC by the world industry is increasing day by day. The purity of the DPC has an important impact on the quality of the PC, so more study on the purification for DPC is needed. DPC is a substance which is prone to decompose at high temperature, so cooling crystallization is used for the purification.
     The solid-liquid equilibrium data is necessary for the study of cooling crystallization, so the solubility of DPC in seven solvents were determined by static method in this paper. The solvents all remain with alcohol, including methanol, ethanol, 1-propanol, isopropanol, 1-butanol, isobutanol, sec-Butanol. As the result of experiments, cooling crystallization can be used to refine DPC because the solubility of DPC increases as the temperature ascends. The solubility data of DPC is not only the base for the solvents selection and process conditions study of cooling crystallization but also the base data for the study of dynamics and industrial magnification.
     The study on solid-liquid equilibrium not only can avoid many unnecessary experiments, but also can provide direction to the industry. The systems in this paper were studied by three solid-liquid equilibrium models, and the results are all very pleasant.
     At first, the UNIFAC group contribution method was used in the calculation of the systems in this paper. A new group C(O) O2 was defined in this paper, and the group volume and surface-area parameters were calculated. The interaction parameters of C(O)2O with CH3OH, CH2, OH and ACH were regressed with the data of the seven binary systems in this paper. The systems of this paper were predicted with UNIFAC, and the average correlation error was less than 2.1%.
     The experimental data were also correlated by Wilson equation andλh equation. Both of two equations have two parameters that have to be regressed with the experimental data. The largest average correlation error of the two equation were 0.36% and 0.87%, and they both fit the experimental data well.
引文
[1] 王勇. 世界聚碳酸酯工业发展[J]. 化工新型材料, 1998, (4):3
    [2] Brown N M D, Emsley J, Evans D A, et al. Plastics without phosgene [J]. Chmistry in Britain, 1994, 30(12):970
    [3] 魏东炜,崔金华,李复生等. 聚碳酸酯的生产和市场分析[J]. 现代化工,2003, 23(10): 54-56,66
    [4] Buysch H-J, Schoen N, Jeromin G. Process for the preparation of aryl carbonates[P]. EP483632, 1992
    [5] Ooms P, Bischof E, Buysch H-J, et al. Method for the continuous production of diaryl carbonates by the gas-phase reaction of phosgene with hydroxyaromatic compounds[P]. EP808821, 1997
    [6] Hara Y, Koto H, Higashijima M. Catalysts for manufacture of diaryl carbonates [P]. JP09-00923, 1997
    [7] Tojima M, Nakanishi A. Preparation of diphenyl carbonate as a material for polycarbonates[P]. JP10-77250, 1998
    [8] Luada M, Sawa K, Tanaka T. Preparation of diaryl carbonates from dialkyl carbonates or alkly aryl carbonates and aromatic hydroxy compounds[P]. JP09-110805, 1997
    [9] Idemitsu Kosan Co Ltd, Japan. Preparation of diaryl carbonates as materials for polycarbonate systhesis[P]. JP09-169704, 1997
    [10] Ono Y. Dimethyl carbonate for environmentally benign reactions [J]. Pure & appl. Chem., 1998, 68(2):367-375
    [11] 沃耶瓦尔 M H, 陀 B W S, 多赫尔蒂 M F, et al. 碳酸酯的连续生产方法[P]. CN13264324A, 2001
    [12] Hallgren J E. Aromatic carbonates [P]. DE2738437, 1978 [13] Hallgren J E. Catalytic aromatic carbonate process [P]. US4201721, 1980
    [14] 雷辛格 C-P, 杨森 U,雷希纳 J,等. 碳酸二芳基酯的制备方法[P]. CN1331670A,2002
    [15] 普雷斯曼 E J. 芳香族碳酸酯的合成方法[P]. CN1332717A, 2002
    [16] 莫雷诺 P O. 连续法制备碳酸酯的方法[P]. CN1334795A, 2002
    [17] Kuehling S, Hallenberger K, and Ooms P, et al. Distillation process for purifying diaryl esters of carbonic acid[P]. JP09-194437, 1997
    [18] Takemoto H, Funakoshi W, and Sasaki K. Manufacture of aromatic polycarbonates with good color tone [P]. JP09-59370, 1997
    [19] Nawata K, Okubo T, Yokoshima M. Heat-resistant solder-resistant resin compositions for coating printed circuit boards[P]. WO89 05831, 1989
    [20] Takeda M, Mizukami M, and Hirashima A, et al. Preparation of high-purity diphenyl carbonate by distillation in the presence of a base [P]. EP722931, 1996
    [21] Ehlinger R B. Process for purifying diary carbonates [P]. EP633241. 1996
    [22] Suyano T, Iwawaki T. Purification of carbonic acid diesters and preparation of polycarbonates with improved yellow index [P]. JP07-25830. 1995
    [23] Buysch H-J, Mendoza-Frohn C, and Rechner J, et al. Process for purifying diphenyl carbonate[P]. US5495038. 1996
    [24] Kissinger G M. Process for purifying diary carbonates by melt crystallization[P]. EP757030. 1997
    [25] Kuze S, Okumura R, and Suwabe Y. Preparation of polycarbonate by melt method without discoloration[P]. EP0561363. 1993
    [26] Boerio-goate J, et al. Enthalpies of formation of molecular addition compounds in tetrachloromethane + p-xylene, +toluene, and + benzene from (solid + liquid) phase equilibria[J]. J Chem Thermody, 1985, 17:665-670
    [27] Goates J R, et al. (solid+liquid) phase equilibria for(N,N-dimethylacetamide +tetrachloromethane):enthalpies of melting of pure components and enthalpies for formation of molecular addition compounds from phase equilibria[J]. J Chem Theermodyn, 1987, 19:103-107
    [28] Stoicos T, Eckert C A. Solid-liquid equilibria for solvated nonelectrolyte mixtures[J]. Chem Eng Sci, 1987, 42(5):1137
    [29] 冯新,王绍昆,时钧. 有加成物生成体系固液平衡预测[J]. 化工学报,1991,3: 261-268
    [30] Kniaz K. Influence of size and shape effects on the solubility of hydrocarbons: the role of the combinatorial entropy[J]. Fluid Phase Equilibria, 1991, 68: 35-46
    [31] Coon J E, Auwaerter J E, Mclaughlin E. A comparision of solid-liquid equilibrium with vapour-liquid equilibrium for prediction of activity coefficients in systems containing poynuclare aromatics[J]. Fluid Phase Equilibria, 1989, 44:305-345
    [32] Abed Y, Gabas N, Delia M L, Bounahmidi T. Measurement of liquid-solid phase equilibrium in ternary systems of water-sucrose-glucose and water-sucrose- fructose, and predictions with UNIFAC[J]. Fluid Phase Equilibria, 1992, 73:175-181
    [33] Ochi K, Hiraba S, Kojima K J.Prediction of Solid-liquid equilibria using ASOG[J]. J Chem.Eng. Japan, 1982, 15(1):59-61
    [34] 金克新. 固-液平衡计算的进展[J]. 化工进展,1993, 5:21-24
    [35] Gonzalez J A, Garcia de la Fuente I, Cobos J C, et al. Estimation of DISQUAC interchange energy parameters for 1-alkanols+benzene,or+toluene mixtures[J]. Fluid Phase Equilibria, 1994, 93:1-22
    [36] Gonzalez J A, Garcia de la Fuente I, Cobos J C, et al. Solid-liquid equilibria using DISQUAC. Prediction for 1-alkanol+n-alkane systems[J]. Fluid Phase Equilibria 1994, 94:167-179
    [37] Gonzalez J A, Garcia de la Fuente I, Cobos J C, et al. Characterization of the aliphatic/hydroxyl interactions using a group contribution model (disquac) [J]. Ber Bunsenges Phys Chem, 1991, 95(8):1658-1668
    [38] Gonzalez J A, Garcia de la Fuente I, Cobos J C, et al. DISQUAC predictions on VLE and HE for ternary mixtures containing 1-alkanols and hydrocarbons[J]. Ber, Bunsenges Phys Chem, 1994, 98(1):106-112
    [39] 普劳斯尼茨. 液体相平衡的分子热力学[M]. 北京:化学工业出版社,1990
    [40] Nyvlt J. Solid-Liquid Phase Equilibria[M],Elsvier Amsterdam,1979
    [41] Weissberger A E. Physical Method of Organic Chemistry. Technique of organic chemistry[M]. 3rd rd. New York:Plenum, 1959, 249-894
    [42] International Union of Pure and Applied Chenistry(IUPAC). Commission on Thermodynamics and Thermochemistry. Vol.2. Experimental Thermodynamics of Non-Reacting Fluids[M]. Now York:Plenum, 1968, 384-406
    [43] Dickhut R M, Andren A W, Armstrong D E. Naphthalene solubility in selected organic solvent/water mixtures[J]. J Chem Eng Data, 1989, 34:438-43
    [44] Zvaigzne A I. Solubility of Anthracene in binary alkane +3-methyl-lbutanol solvent mixture[J]. J Chem Eng Data, 1994, 39:708-10
    [45] Proust P C, Fernandez J C. Experimental Solid-Liquid equilibria of binary mixtures of organic compounds[J]. Fluid Phase Equilibria, 1986, 29:265-72
    [46] Hei E C, Liu H L, et al. Determination of the solubilities of 2,4-dichlorobenzal- dehyde in organic solvents[J]. Chinese J of Chem Eng, 1995, 3(3):166-62
    [47] Roberts K L. Solubility of long-chain n-alkanes in heptane between 280 and 350 K[J]. J Chem Eng Data , 1994, 39:793-5
    [48] Cupta A, Domanska U, el al. Solid-Liquid phase equilibria of ternary mixture containing polynuclear aromatic compounds[J]. J Chem Eng Data, 1994, 39:175-8.
    [49] 黄子卿. 非电解质溶液理论导论[M]. 北京:科技出版社,1973
    [50] Domanska U. Solubility of n-paraffins hydrocarbons in binary solvent mixtures. Fluid phase equilibria[J], 1987, 35:217-36
    [51] Domanska U. Solid-liquid phase relations of some normal long-chain fatty acids in selected organic one- and two-component solvents[J]. Ind Eng Chem Res, 1987, 26: 1153-62
    [52] 魏东炜,陈效宁,张文想,李复生. 二溴本物系固液平衡测定与正规溶液模型[J].高校化学工程学报, 2005, 19 (4): 546-549.
    [53] Ksiazczak A. The effect of auto-association on solid-liquid equilibrium[J]. Fluid phase equilibria, 1983, 15:1-9
    [54] Ksiazczak A, Buchowski H. Prediction of thermodynamic properties of associated system on the basis of properties of pure liquids thermodynamic association constant and standard enthalpy of association[J]. Fluid phase equilibria, 1984, 16:353-60
    [55] Ksiazczak A. The effect of auto-association on solid-equilibrium[J]. Fluid phase equilibria, 1986, 28:39-56
    [56] Ksiazczak A. Solid-liquid equilibrium and the structure of solutions of high polar aromatic compounds[J]. Fluid phase equilibria, 1986, 28:57-72
    [57] Ksiazczak A, Anclerko A. Prediction of solid-liquid equilibrium on the basia of pure compound properties[J]. Fluid phase equilibria, 1987, 35:127-151
    [58] Wison G M. Vapour-Liquid equilibrium XL.a new expression for the excess free energy of mixing[J]. J Am Chem Soc, 1964, 86:127-30
    [59] Null H R. Applications of the Wilson equation to solid-liquid equilibria[J]. AichE Symposium Series 63, 1967, 13:52-6
    [60] Morimi J K, nakanishi K. Use of the Wilson equation to calculate solid-liquid phase equilibria in binary and ternary system[J]. Fluid phase equilibria, 1977, 1:153-60
    [61] Muir R F, Howart C S. Predicting solid-liquid equilibrium data from vapor-liquid data[J]. Chem Eng, 1982, 89(4):89-92
    [62] Peter B Chol et al. Solubility of aromatic hydrocarbon solids in mixture of benzene and cyclohexane[J]. J Chem Eng DATA, 1985, 30:403-9
    [63] Domanska U, Hofman T. Solubility correlation of monocarbonxylic acids in one-component solvents[J]. Ind Eng Chem Process Des Dev, 1986, 25:996-1008
    [64] Domanska U, Hofman T. Correlations for the solubility of normal akanoic acids and o-toluic acid in binary solvent mixture[J]. J of Solution Chemistry, 1985, 14:531-47
    [65] Renon H, Prausnitz J M. Local compositions in thermodynamic excess functions for liquid mixtures[J]. A I Ch E J, 1986, 14:135-144
    [66] Domanska U, Lachwa J, Morawski P. Phase equilibria and volumetric properties in binary mixtures containing branched chain ethers[J]. J Chem Eng Data, 1999, 44(5):947-984
    [67] Lee Ming-Jer, Chen Chang-Hsin, Lin Ho-Mo. Solid-Liquid equilibria for binary mixtures composed of alenaphthene, dibenzofurane[J]. J Chem Eng Data, 1999, 44(5):1058-1062
    [68] Deal C H, Derr E L. Chem Eng Symposium Series. 1968, 32:3-40.
    [69] Unno Y. J Chem Eng Japan, 1979, 12 (2) :81-85
    [70] Tochigi K, Kojima K. J Chem Eng Japan, 1976, 9(4), 267-271
    [71] Ochi K, Hiraba S, Kojima K. J Chem Eng Japan, 1982, 15(1):59-63
    [72] Kojima K, Tochigi K. “Prediction of Vapor-Liquid Equilibria by the ASOG Method”[M], Elsvier Amsterdam,1979
    [73] Kehiaian H V. Group contribution method for liquid mixture : a critical review[J]. Fluid Phase Equilibria, 1983, 13:24-52
    [74] Kehiaian H V. Thermodynamics of binary liquid organic mixture[J]. Pure & Appl Chem, 1985, 57:15-31
    [75] Domanska U, Gonzalez J A. Solid-Liquid equilibria for systems containing long-chain 1-alkanols. I. Experimental data for 1-dodecanol, 1-tetradecanol, 1-hexadecanol, 1-octadecanol or, 1-eicosanol+benzene or +toluene mixtures. Characterization in terms of DISQUAC[J]. Fluid Phase Equilibria, 1996, 119:131-151
    [76] Domanska U, Gonzalez J A. Solid-Liquid equilibria for systems containing long-chain 1-alkanols. Ⅱ . Experimental data for 1-dodecanol, 1-tetradecanol, 1-hexadecanol, 1-octadecanol or, 1-eicosanol+CCl4 or +cyclohexane mixtures. Characterization in terms of DISQUAC[J]. Fluid Phase Equilibria, 1996, 123:167-187
    [77] Domanska U, Gonzalez J A. Solid-Liquid equilibria for systems containing long-chain 1-alkanols. Ⅲ . Experimental data for 1-tetradecanol, 1-hexadecanol, 1-octadecanol or, 1-eicosanol+1-butanol, 1-hexanol, 1-octanol, or 1-decanol mixtures. Characterization in terms of DISQUAC[J]. Fluid Phase Equilibria, 1997, 129(1-2):139-163
    [78] Domanska U, Gonzalez J A. Thernodynamics of branched alcohols. Ⅱ Solid-Liquid equilibria for systems containing tert-butanol and long-chain n-alkanes. Experimental results and comparison with DISQUAC predictions[J]. Fluid Phase Equilibria, 1998, 147(1-2):251-270.
    [79] Abrams D S, Prausnitz J M. Statistical thermodynamics of liquid mixtures: A new expression for the excess Gibbs energy of partly or completely miscible systems[J]. A I Ch E J, 1975, 21:116-128.
    [80] Smith R L J, Acosta G M, Arai K. Prediction and correlation trigiyceride-solvent. Solid-Liquid equilibria with activity coefficient models[J]. Fluid Phase Equilibria, 1998, 37(12):4870-4875
    [81] Coutinbo J A P. Predictive UNIQUAC: a new model for the description trigiyceride-solvent. Solid-Liquid Equilibria in compiex hydrocarbon mixtures[J]. Ind Eng Chem Res, 1998, 37(12):4870-4875
    [82] Domanska U. Measurement and correlation of the solubility of crown ethers in selected organic solvents[J]. Pol J Chem, 1998, 72(5):925-939
    [83] Fredenslund Aa, Jones R L, Prausnitz J M. Group-contribution estimation of activity coefficients in nonideal liquid mixtures. AIChE J, 1975, 21:1086-1099
    [84] Gmehling J. Solid-liquid Equilibtia using UNIFAC[J]. Ind Eng Chem Fundam. 1978, 17(4):269-273
    [85] 王志荣、尹潜. UNIFAC 模型在固-液平衡计算中的应用[J]. 化学工程, 1986, 14(6) :52-55
    [86] Hofman T, Domanska U. Solubilities of normal alkanoic acids by the UNIFAC grouo contribution method[J]. J of Solution Chemistry, 1998, 17: 237-243.
    [87]Larsen B L, Rasmussen P, Fredenslund A. Modified UNIFAC Group-contribution model for prediction of phase equilibria and heats of mixing[J]. Ind Eng Chem Res, 1987, 26:2274-2286
    [88] Gmehling J, Li J, Schiller M. A modified UNIFAC Model. 2. Present parameter matrix and results for different thermodynamic properties[J]. Ind Eng Chem Res, 1993, 32(1):178-193
    [89] Cepeda E A, Diza M. Solubility of anthracene and anthraquinone in acetonitrile, methyl ethyl ketone, isopropyl alcohol and their mixtures[J]. Fluid Phase Equilibria, 1996, 121:267-272
    [90] Gupta R B, Heidemann R A. Solubility model for amino acid and antibiotics[J]. AICHE J, 1990, 36:333-341
    [91] Pinho S P, Silva C M, Macedo E A. Solubility of amino acid: a group- contribution model involving phase and chemical equilibria[J]. Ind Eng Chem Res, 1994, 33:1341-1347
    [92] Peres A M, Macedo E A. A modified UNIFAC model for the calculation of thermodynamic properties of aqueous and non-aqueous solution containing sugars[J]. Fluid Phase Equilibria, 1997, 139:47-74
    [93] Larsen B L, Rasmussen P, Fredenslund Aa. A Modified UNIFAC group- contribution model for prediction of phase equilibria and heats of mixing[J]. Ind Eng Chem Res, 1987, 26:2274-2286
    [94] Gabas N, Laguerie C. Solubility diagram for the ternary system water- D-xylose-D-mannose. Prediction model of liquid/solid equilibrium by the UNIFAC method[J]. Bull Soc Chim Fr, 1990, 127:391-395
    [95] Gabas N, Laguerie C. Prediction with UNIFAC of solid-liquid phase diagrams: application to water-sucrose-glucose,water-xylose-mannose[J]. J Cryst Growth, 1993, 128:1245-1249
    [96] Abed Y, Gabas N, Delia M L, Bounahmidi T. Measurement of liquid-solid phase equilibrium in ternary system of water-sucrose-glucose and water- sucrose- fructose, and prediction with UNIFAC[J]. Fluid Phase Equilibria, 1992, 73:175-184
    [97] Kuramochi H, Nortomi H, Hoshino D, Nagahama F. Measurement of solubilities of two amnio acids in water and prediction by the UNIFAC model[J]. Biotechnol Prog, 1996, 12:371-379
    [98] Kuramochi H, Noritomi H, Hoshino D, Nagahama K. Representation of activity coefficient of fundamental biochemicals in water by the UNIFAC model[J]. Fluid Phase Equilibria, 1997, 130:117-132
    [99] Zvaigzne A I. Solubility of Anthracene in brinary alkane +3-methyl-1butanol solvent mixture[J]. J Chem Eng Data, 1994, 39:708-10
    [100] Dobbs J M, Wong J M, Johnson K P. Nonpolar Co-solvents for solubility enhancement in supercritical fluid carbon dioxide[J]. J Chem Eng Data, 1986, 31:303-308
    [101] Dobbs J M, Wong J M, Lahiere R J, et al. Modification of supercritical fluid phase behavior using polar cosolvents[J]. Ind Eng Chem Res, 1987, 26:56-65
    [102] Ting S T, Macnaughton S J, Tomasko D L, et al. Solubility of naproxen in supercritical carbon dioxide with and without cosolvents[J]. Ind Eng Chem Res, 1993, 32:1471-1481
    [103] De Mateo A, Kurata F. Correlation and prediction of solubilities of solid hydrocarbons in liquid methane using the redlich-kwong equation of state[J]. Ind Eng Chem Process Des Dev ,1975, 14(2):137-140
    [104] Kuebler G P, Mcklinley C. Cryogenic Engineering Conference, Georigia Institude of Technology, Atlanta, Ga., 1973, Aug.8-10,
    [105] Preston G T, Funk E W, Prausnitz J M.Solubilities of hydrocarbons and carbon dioxide in liquid methaneand in liquid argon[J]. J Phys Chem, 1971, 75:2345-2349
    [106] Chuen P L, Prausnitz J M. Vapor-liquid equilibria at higu pressure: calculation of partial molar volumes in nonpolar liquid mixtures[J]. A I Ch E J 1967, 13(8):1099
    [107] Soave S G. Application of the redlich-kwong-soave equation of state to solid-liquid equilibria calculations[J]. Chem Eng Sci, 1979, 34(2):225-229
    [108] Reid R C, Prausnitz J M, Sherwood T K. The Properties of Gases and Liquids[M], 3rd ed. McGraw-Hill, 1977
    [109] Masuoka H, Tawaraya R, Saito S J. Calculation of solid-liquid equi;ibria using the modified bwr equation of state of lee and kesler. Chem Eng Japan, 1979, 12(2):257-263
    [110] Deiters U K. Modification of mewton-raphson algorithm for phase equilibria calculations using numerical differentiation of the gibbs energy[J]. Fluid Phase Equilibria, 1985, 19(3):287-293
    [111] Deiters U K. Special aspects of the calculation of phase equilibria in cryogenic mixtures at very high pressures[J]. Fluid Phase Equilibria, 1983, 13:109-120
    [112] Petal N C, Teja A S. New cubic equation of state for fluids and fluid mixtures[J]. Chem Eng Sci, 1982, 37(4):463-473
    [113] Lee M J, Chi P C. Solid-liquid equilibrium for mixtures containing cresols, piperazine, and dibutyl ether[J]. J Chem Eng Data 1993, 3(2):292-295
    [114] Anderko A, Malanowski S. Calculation of solid-liquid, liquid-liquid and vapor-liquid equilibria by means of an equation of state incorporating association[J]. Fluid Phase Equilibria, 1989, 48:223-241
    [115] Anderko A. Extension of the AEOS model to systems containing any number of associating and inert components[J]. Fluid Phase Equilibria, 1989, 50:21-52
    [116] Lang E, Wenzel H. Extension of a cubic equation of state to solids[J]. Fluid Phase Equilibria, 1989, 51:101-117-53
    [117] Wenzel H, Schmidt G. Modified van der waals equation of state for the representation of phase equilibria between solids, liquids and gases[J]. Fluid Phase Equilibria, 1980, 5(1-2):3-17
    [118] 侯虞钧,陈新志,周浩. 马丁-侯状态方程向固相发展[J]. 高校化工学报,1996,10(3):217-221
    [119] Buchowski H, ksiazczak A, Pietrzyk S. Solvent activity along saturation line and solubility of hydrogen-bonding solids[J]. J Phys Chem, 1980, 84: 957-9
    [120] Ksiazczak A, Kosinski J J. Vapour pressure of binary, three-phase(S-L-V) systems and solubility[J]. Fluid Phase Equilibria, 1988, 44:211-36
    [121] Ksiazczak A, Moorthi K, Nagata I. Solid-solid transtion and solubility of even n-alkanes[J]. Fluid Phase Equilibria, 1994, 95:15-29
    [122] Domanska U. Enhancement of solid solubility in binary solvent mixtures: The system o-toluic acid-cyclohexane+methlene iodide[J]. J Solution Chem, 1989, 18:1153-61
    [123] Domanska U. Vapor-Liquid-Solid equilibrium of eicosanoic acid in one and two-component solvents[J]. Fluid Phase Equilibria, 1986, 26:201-20
    [124] Domanska U, Hofman T, Rolinska J. Solubility and vapour pressures in saturated solutions of high-molecular-weight hydrocarbons[J]. Fluid Phase Equilibria, 1987, 32:273-93
    [125] Domanska U. Solubility of n-paraffins hydrocarbons in binary solvent mixtures[J]. Fluid phase equilibria, 1987, 35:217-36
    [126] Domanska U. Solid-liquid phase relations of some normal long-chain fatty acids in selected organic one-and two-component solvents[J]. Ind Eng Chem Res, 1987, 26: 1153-62
    [127] Zhu J,Yu Y, He C. Calculation of solids solubilities in mixed liquid solvents by the λh equation using mixing rules[J]. Fluid Phase Equilibria, 1999, 155(1):85-94
    [128] 王福安,曹庭珠,赵天源,等. 喹诺酮类药物的溶解度模型[J],化工学报,1996,47(5):615-620
    [129] 王福安,蒋登高,杨长生,等. 丙烯酰胺溶解度的测定与关联[J],天然气化工,1992,17(1):58-59
    [130] Li D, Liu D, Wang F, Solubility of 4-Methylbenzoic Acid between 288 K and 370 K[J]. J Chem Eng Data, 2001, 46:234-236
    [131] 哈姆斯基 E B.化学工业中的结晶[M],北京: 化学工业出版社, 1985
    [132] JAMES G, SPEIGHT, Ph.D CD ﹠ WINC. Laramie, Wyoming, Lange’s Handbook of Chemistry, 06(13):621274B
    [133] JAMES G, SPEIGHT, Ph.D CD&WINC. Laramie, Wyoming, Lange’s Handbook of Chemistry, 02(17):573
    [134] 马沛生. 化工数据[M], 中国石化出版社, 242-267
    [135] Bondi A. Physical Properties of Molecular Crystals, Liquids and Gases[M]. New York: Wiley, 1968.
    [136] Nelder J A, Mead R. A simplex method for function minimization[J].Comput J, 1965 ,18:308-313.
    [137] Hernandez C E, Roy L E.Solubility of anthracene in binary alkane +2-ethoxy ethanol solvent mixtures at 298.2 K[J]. Phys Chem Liq, 1999,37(6):677-682
    [138] De F, Karina M, Hernandez C E. Solubility of trans-stibene in binary alkane +2-propanol solvent mixtures at 298.2K[J]. Phys Chem Liq, 2000, 38(1):89-94
    [139] Deng T F, Karina M, Hernandez C E. Solubility of transstilibene in binary alkane +2-butanol solvent mixtures at 298.2K[J]. Phys Chem Liq, 1999, 37(6):735-740

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700