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Infinite dilution activity coefficient measurements of organic solutes in fluorinated ionic liquids by gas-liquid chromatography and the inert gas stripping method

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par Kaniki TUMBA
University of Kwazalu-Natal - Master 2009
  

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6.2.2.1. Infinite dilution activity coefficients in imidazolium-based FILs

An examination of figures in Appendix G gives an insight into how IDACs values are affected by the presence of a particular cation in the structure of the imidazolium-based FILs . It appears that for the same anion, limiting activity coefficients of n-alkanes (Figures G-1 to G-4), alk-1- enes (Figures G-15 to G-18), alk-1-ynes (Figures G-29 to G-32), cycloalkanes (Figures G-38 to G-41), alkan-1-ols (Figures G-51 to G-54), alkylbenzenes (Figures G-64 to G-66) and ket-2- ones (Figures G-75 to G-76) decrease with increasing alkyl chain length of the IL cation.

It is observed that for n-alkanes (Figures G-5 to G-8), alk-1-enes (Figures G-19 to G-22), cycloalkanes (Figures G-42 to G-45) and ket-2-ones (Figures G-77 to G-79), infinite dilution activity coefficients decrease when the anion is changed in the following order: [BF4]- > [TFA]- > [TfO]- > [SbF6]- ; [PF6]- > [Tf2N] - . This is the general trend as in some cases this is not true (Figures G-44 and G-78)

No such clear hierarchy is displayed by mixtures involving alk-1-ynes (Figures G-33 to G-35) and alkan-1-ols (Figures G-55 to G-58). However, for all investigated FILs, the smallest activity coefficient values are obtained with [Tf2N] - anion.

6.2.2.2. Infinite dilution activity coefficients in phosphonium-based FILs

The available experimental data allow examination of the effects of the anion only, since all the phosphonium-based fluorinated ionic liquids studied so far have in common the [3C6C14P] + cation. According to the plots represented in Figures G-9, G-23 and G-46, G-71 and G-80, the infinite dilution activity coefficients of all classes of solutes, except alcohols and alk-1-ynes,

decrease when anions are changed in the following order: [PF6]- > [BF4] - > [Tf2N]- > [(C2F5)3PF3]-. The following hierarchy is observed for alcohols: [PF6]- > [Tf2N]-; [(C2F5)3PF3] - > [BF4]- (See Figure G-59). And for alk-1-ynes: [PF6]- > [Tf2N] - > [BF4]- > [(C2F5)3PF3]- . (Figure G-36)

6.2.2.3. Infinite dilution activity coefficients in ammonium-based FILs

There are no data for a reliable description of the effect of the anion as only two ammonium-based fluorinated ionic liquids have been investigated in the literature. They have in common the [Tf2N]- anion. For n-alkanes (Figure G-10), alkan-1-ols (Figure G-60), alkylbenzenes (Figure G-72) and ket-2-ones (Figure G-81), limiting activity coefficients decrease with increasing alkyl chain length of the ammonium-based FILs. The opposite trend is observed only for cycloalkanes (Figure G-47).

6.2.2.4. Infinite dilution activity coefficients in pyrrolidinium-based FILs

Under the same anion, the limiting activity coefficients of n-alkanes (Figure G-12) and alk-1- enes (Figure G-26) decrease with the increasing alkyl chain length of pyrrolidinium-based fluorinated ionic liquids. There are no literature data related to alk-1-ynes, cycloalkanes, alkan1-ols and alkylbenzenes. Limiting activity coefficients of n-alkanes (Figure G-13), alk-1-enes (Figure G-27) and cycloalkanes (Figure G-49) decrease when the anion is changed from [TfO]- to [Tf2N] - . The reverse is observed for alkan-1-ols. (Figure G-62). Data for other classes of solutes are not available.

6.3. Limiting selectivity and capacity of fluorinated ionic liquids

The theory of Prausnitz and Anderson (1961) explains the separation mechanism of a mixture of hydrocarbons using a polar separation agent. It is also true for ionic liquids. To act as an effective entrainer or extractant, an ionic liquid has to interact differently with the mixed components. This occurs when one of the components is saturated whereas the other is not. The ionic liquid solvent polarises the non-saturated component. The former interacts more strongly with the solvent and is carried along as the bottom product. Selectivity values depend on the relative polarisability of the two components to be separated. This explains in part the trends of selectivity and capacity values described in this section and depicted by Figures H-1through H21 in Appendix H. Solvent capacity is, the numerical amount of solute removed from the mixture by the extracting solvent. Selectivity normally decreases with temperature and often follows a different trend from solvent capacity. The compromise between selectivity and capacity is quantified as the Performance Index, P.I., which is the arithmetic product of these two properties. For each separation problem discussed in this work, the effect of structure on the

separation ability of ionic liquids is reflected by the hierarchies given in each of the following sections. When analyzing the trends of selectivity and capacity, it is essential to incorporate in addition to polarisability, the shape and the size of species, as well as hydrogen bonding potential within ionic liquids.

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