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Solubility of N,N′-Di(1-naphthyl)-N,N′-diphenyl Benzidine (NPB) in Various Organic Solvents: Measurement and Correlation with the Hansen Solubility Parameter
Industrial & Engineering Chemistry Research ( IF 3.8 ) Pub Date : August 18, 2015 , DOI: 10.1021/acs.iecr.5b01219
Yoshihiro Takebayashi 1 , Nahoko Morii 1 , Kiwamu Sue 1 , Takeshi Furuya 1 , Satoshi Yoda 1 , Dai Ikemizu 2 , Hideo Taka 2
Affiliation  

Solubilities of organic semiconductor compounds are of great importance in controlling the coating, crystallization, and phase-separation processes in the fabrication of organic thin-film devices. Here we measured the solubility of N,N′-di(1-naphthyl)-N,N′-diphenyl benzidine (NPB), a typical hole-transport material, in 23 organic solvents by UV absorption spectroscopy. The solubility of NPB in mole fraction unit x2 ranged widely from 2.4 × 10–7 in methanol to 2.8 × 10–3 in chloroform. The solubility data was correlated with the Hansen solubility parameter (HSP) as a function of the solute–solvent distance Ra in the 3D HSP space. A least-squares regression to the equation −log x2 = aRa2 + b, based on the Scatchard–Hildebrand regular solution theory, was carried out to determine the coefficients (a = 0.0102 MPa–1 and b = 2.16) and the HSP of NPB (δD = 22.6 MPa1/2, δP = 6.8 MPa1/2, and δH = 5.8 MPa1/2 for the dispersion, polarity, and hydrogen-bonding interactions, respectively). The correlation enabled us to describe the solvent dependence of the solubility of NPB within the root-mean-square deviation of 0.47 in log x2 from the experimental data.

中文翻译:

的溶解度ÑÑ ' -二(1-萘基) - ññ '在各种有机溶剂-二苯基联苯胺(NPB):测定与关联与Hansen溶解度参数

有机半导体化合物的溶解度在控制有机薄膜器件制造中的涂层,结晶和相分离过程中非常重要。在这里,我们通过紫外吸收光谱法测量了一种典型的空穴传输材料NN'-二(1-萘基)-NN'-二苯基联苯胺(NPB)在23种有机溶剂中的溶解度。NPB的摩尔分数单位x 2的溶解度范围从甲醇中的2.4×10 –7到氯仿中的2.8×10 –3。溶解度数据与Hansen溶解度参数(HSP)相关,该参数是溶质-溶剂距离R a的函数在3D HSP空间中。根据Scatchard–Hildebrand正解理论,对方程-log x 2 = a R a 2 + b进行了最小二乘回归,以确定系数(a = 0.0102 MPa –1b = 2.16),并且NPB的HSP(δ d = 22.6兆帕1/2,δ P = 6.8兆帕1/2,和δ ħ = 5.8兆帕1/2分别用于分散,极性和氢键相互作用)。相关性使我们能够描述NPB溶解度的溶剂依赖性,从实验数据得出log x 2的均方根偏差为0.47 。
更新日期:2017-01-31
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