Acetonitrile dielectric constant

In acetonitrile (dielectric constant — 35 (39)) the log K values for the reaction of the Na and K salts with the ligands are comparable. The log K values for the reaction of KC1 with these ligands in methanol (dielectric constant — 32 (39,40) are also comparable with those in acetonitrile. However, the log K values for the reaction of NaCl with both ligands in methanol is approximately one log K unit lower than the other values in the Table. Evans et al. (20) suggest that the altered selectivity may result from a larger decrease in the solvation of the Na compared with the K salt, with a subsequent rise in the stability of the Na complex relative to that of the corresponding K complex in going from methanol to acetonitrile. 

Dielectric constant, water Dielectric constant, acetone Dielectric constant, acetonitrile Dielectric constant, 50 50 ACN H20 Viscosity of water at 7200 psi Viscosity, acetonitrile Viscosity, 50 50 ACN H20... 

Tropenyl Chloride. Tropenyl chloride is thought to exist completely in the form of an ion pair in methylene chloride (69) (dielectric constant of 8.9 at 25°C) (75). Charge-transfer spectra of some tropenyl halides (69) are shown in Figure 9. In a solvent such as acetonitrile (dielectric constant of 37.5 at 20°C) (75), these absorptions are absent, and the tropenyl halides are assumed to be dissociated into solvent-separated ion pairs which are in equilibrium with free ions (as determined by conductance measurements) (69). Thermodynamic data (Appendix 2) allow the following gas-phase energy change (between tropenylium cation and cycloheptatriene) to be estimated ... 

In Form III from acetonitrile (Type 2), both stacking of the thymine bases and crystallization of the alkyl chains are found. Acetonitrile (dielectric constant = 37.5 at 20°C, Dipole Moment = 3.44 D) is an aprotic and polar solvent. Also, in acetonitrile, thymines form hydrogen-bonded pairs at first. For the association of the hydrogen-bonded pairs, the stacking interaction of thymine bases and the van der Waals interaction of the long alkyl chains occur at the same time. In this crystal, acetonitrile interacts with C2-0 of thymine to give an inclusion crystal Rotation of the thymine bases in crystal is possible because included acetonitrile is mobile. The formation of the inclusion crystal may be kinetic control, but slow evaporation of acetonitrile gives thermodynamically stable plates. 

The magnitude of the anomeric effect depends on the nature of the substituent and decreases with increasing dielectric constant of the medium. The effect of the substituent can be seen by comparing the related 2-chloro- and 2-methoxy-substituted tetrahydropy-rans in entries 2 apd 3. The 2-chloro compound exhibits a significantly greater preference for the axial orientation than the 2-methoxy compound. Entry 3 also provides data relative to the effect of solvent polarity it is observed that the equilibrium constant is larger in carbon tetrachloride (e = 2.2) than in acetonitrile (e = 37.5). 

The importance of the solvent, in many cases an excess of the quatemizing reagent, in the formation of heterocyclic salts was recognized early. The function of dielectric constants and other more detailed influences on quatemization are dealt with in Section VI, but a consideration of the subject from a preparative standpoint is presented here. Methanol and ethanol are used frequently as solvents, and acetone,chloroform, acetonitrile, nitrobenzene, and dimethyl-formamide have been used successfully. The last two solvents were among those considered by Coleman and Fuoss in their search for a suitable solvent for kinetic experiments both solvents gave rise to side reactions when used for the reaction of pyridine with i-butyl bromide. Their observation with nitrobenzene is unexpected, and no other workers have reported difficulties. However, tetramethylene sulfone, 2,4-dimethylsulfolane, ethylene and propylene carbonates, and salicylaldehyde were satisfactory, giving relatively rapid reactions and clean products. Ethylene dichloride, used quite frequently for Friedel-Crafts reactions, would be expected to be a useful solvent but has only recently been used for quatemization reactions. ... 

On the basis of the results in acetonitrile, it might be reasonable to assume that the values for A//het(R-R ) and AG°het(R-R ) are apparently close to each other also in sulfolane, since the dielectric constant (43.3) and the donor number (14.8) of this solvent are close to those of acetonitrile (37.5 and 14.1, respectively). On the basis of this assumption, Arnett s equation (28) was examined for reactions of type (23). For these reactions, except for [3-2], only the AGhet(R-R ) values are avtiilable. As shown in Fig. 3, the values for this system are about 10 kcal moP less than predicted from (28). The negative deviation can also be ascribed to steric congestion in these hydrocarbon molecules. The large negative deviations, similar to those observed in sulfolane, are also seen in Fig. 3 for the values of AGSet(R-R ) in DMSO. 

On the assumption that = 2, the theoretical values of the ion solvation energy were shown to agree well with the experimental values for univalent cations and anions in various solvents (e.g., 1,1- and 1,2-dichloroethane, tetrahydrofuran, 1,2-dimethoxyethane, ammonia, acetone, acetonitrile, nitromethane, 1-propanol, ethanol, methanol, and water). Abraham et al. [16,17] proposed an extended model in which the local solvent layer was further divided into two layers of different dielectric constants. The nonlocal electrostatic theory [9,11,12] was also presented, in which the permittivity of a medium was assumed to change continuously with the electric field around an ion. Combined with the above-mentioned Uhlig formula, it was successfully employed to elucidate the ion transfer energy at the nitrobenzene-water and 1,2-dichloroethane-water interfaces. 

A variety of solvents was investigated for this reaction, as shown in Table 15.1. As inferred from Table 15.1, the hydrogenolysis performance is best in more polar solvents snch as acetonitrile, acetone, ethyl acetate, and acetic acid. Only in o-dichlorobenzene is the rate of reaction ranch lower than predicted by the dielectric constant. The presence of nonpolar solvents snch as hexane and the thiol product resulted in large amonnts of the disnlfide intermediate. It has been shown that the disnlfide is the intermediate in stoichiometric rednctions such as samarium diiodide reduction of alkyl thiocyanates to thiols (11) so it is reasonable to expect it as the... 

When the reaction times for Step 1 are 5 min or longer, the samples severely crack, curl, or dissolve. These results suggest that substantial reaction is occurring in the bulk of the polymer. Significant hydrophilization can occur with reaction times as short as 5 s with RTD concentrations of 0.2-0.5 M. However, 0.002-0.02 M solutions of MeTD or PhTD do not allow sufficient reaction rates for surface hydrophilization at the shorter reaction times. Thus, diffusion of MeTD and PhTD into the polymer must occur readily from the acetonitrile solutions. Acetonitrile was used because it does not swell or dissolve the polymer or RTD-polymer adduct, and the RTDs are soluble and stable in it. This solvent is quite polar (dielectric constant, 38) (25), and this is probably a major factor in the partitioning of the relatively nonpolar RTDs between the polydiene film and the solvent. As noted below, more polar RTDs show less tendency to diffuse into the polymer. 

Compounds with high dielectric constants such as water, ethanol and acetonitrile, tend to heat readily. Less polar substances like aromatic and aliphatic hydrocarbons or compounds with no net dipole moment (e. g. carbon dioxide, dioxane, and carbon tetrachloride) and highly ordered crystalline materials, are poorly absorbing. 

Sometimes electrochemists are forced to construct electrochemical cells without water, e.g. if the analyte is water sensitive or merely insoluble. In these cases, we construct the cell with an organic solvent, the usual choice being the liquids acetonitrile, propylene carbonate (I), N,/V-dirrielhylformamide (DMF) or di-methylsulphoxide (DMSO), each of which is quite polar because of its high dielectric constant e. 

The marked changes in the carbonyl IR bands accompanying the solvent variation from tetrahydrofuran to MeCN coincide with the pronounced differences in colour of the solutions. For example, the charge-transfer salt Q+ Co(CO)F is coloured intensely violet in tetrahydrofuran but imperceptibly orange in MeCN at the same concentration. The quantitative effects of such a solvatochromism are indicated by (a) the shifts in the absorption maxima and (b) the diminution in the absorbances at ACT. The concomitant bathochromic shift and hyperchromic increase in the charge-transfer bands follow the sizeable decrease in solvent polarity from acetonitrile to tetrahydrofuran as evaluated by the dielectric constants D = 37.5 and 7.6, respectively (Reichardt, 1988). The same but even more pronounced trend is apparent in passing from butyronitrile, dichloromethane to diethyl ether with D = 26, 9.1 and 4.3, respectively. The marked variation in ACT with solvent polarity parallels the behaviour of the carbonyl IR bands vide supra), and the solvatochromism is thus readily ascribed to the same displacement of the CIP equilibrium (13) and its associated charge-transfer band. As such, the reversible equilibrium between CIP and SSIP is described by (14), where the dissociation constant Kcip applies to a... 

The electrostatic terms can be reasonably well handled in solvents of high dielectric constant, but problems are raised by some solvents of widespread use in spin trapping, for example dichloromethane ( ) = 8.9), chloroform (D = 4.8) and benzene (D = 2.3), in which the electrostatic terms calculated as above for acetonitrile become -24.8, -46 and —96 kcal mol-1, respectively. Already in dichloromethane the effective standard potential of Fe(CN)6 /Fe(CN)6- is increased by 1.08 V and in benzene by an absurdly high 4.2 V ... 

To see how the data can be used to provide insights into the spin trapping process, PBN would correspond to A with Ea = 1.5 V, and acetate ion to A with E° = 1.5 V (Table 5 gives 1.6 V in acetonitrile, and 1.5 V is therefore somewhat too low, but then it is presumably adequate for dichloromethane). In dichloromethane, the OsvCl6-PBN reaction is estimated to be very fast, more than 6 powers of ten faster than the OsvClg-acetate ion reaction, whereas in acetonitrile the absolute rates are still high but the ratio is only about 50. This difference resides only in the difference between electrostatic factors and illustrates the problems of understanding ET reactions in solvents of even lower dielectric constant such as benzene. 

Figure 11. Plots of graft yield and surface polyAM concentration vs. dielectric constant of reacting solution [AM] = 2.00M, [BP] = 0.20M, irradiation for 90 min. Solvent compositions (1) acetone alone (2) acetone/acetonitrile (8.6/1.4) (3) acetone/acetonitrile(3/l) (4) acetone/Hs0(9/1) (5) acetone/acetonitrile(l/l) (6) acetone/acetonitrile] 1/3) (7) acetonitrile alone.

Whereas in acetonitrile the rate limiting step is an opening of the solvent shell of a reactant, in benzonitrile the back reaction of (5) between the protonated acridine orange cation (BH ) and the 3-methyl-4-nitrophenolate ion (A ) to form the ion pair is diffusion controlled (although the overall reaction to the neutral molecules is an endothermic process). Because of its lower dielectric constant than acetonitrile, the electrostatic interactions between reactants in benzonitrile outweigh specific solvent effects. In other words, in benzonitrile a rate limiting coupling of proton transfer to the reorientation of solvent dipoles does not occur and the measured rates are very fast. The ion recombination (I) + (II) in benzonitrile has a diffusion controlled specific rate (theoretical) k = 9 -1 -1... 

The recent introduction of non-aqueous media extends the applicability of CE. Different selectivity, enhanced efficiency, reduced analysis time, lower Joule heating, and better solubility or stability of some compounds in organic solvent than in water are the main reasons for the success of non-aqueous capillary electrophoresis (NACE). Several solvent properties must be considered in selecting the appropriate separation medium (see Chapter 2) dielectric constant, viscosity, dissociation constant, polarity, autoprotolysis constant, electrical conductivity, volatility, and solvation ability. Commonly used solvents in NACE separations include acetonitrile (ACN) short-chain alcohols such as methanol (MeOH), ethanol (EtOH), isopropanol (i-PrOH) amides [formamide (FA), N-methylformamide (NMF), N,N-dimethylformamide (DMF), N,N-dimethylacetamide (DMA)] and dimethylsulfoxide (DMSO). Since NACE—UV may present a lack of sensitivity due to the strong UV absorbance of some solvents at low wavelengths (e.g., formamides), the on-line coupling of NACE... 

Solvent effects have been investigated in isatin (193) hydrolysis. Results from ethanol-water and acetonitrile-water mixtures revealed that for alkaline hydrolysis log k was correlated with the reciprocal of the dielectric constant. A tetrahedral intermediate (194) is involved, which breaks down to yield the ring-opened amino acid (195). A comparison has been made of the lability of isatin (193) towards diethyl-amine and hydroxide ion, the latter showing the greater effect. ... 

Solvent extraction has also been used to enhance the selectivity of polaro-graphic determinations. Such measurements are normally carried out in aqueous solutions, and extraction followed by back-extraction has been widely used. However, it may be unnecessary to perform a back-extraction if the organic extractant phase has a sufficiently high dielectric constant to dissolve sufficient background electrolyte for a voltammetric determination or if the organic phase can be diluted with suitable polar solvents, such as methanol or acetonitrile [26]. 

Figure 18. Correlations between the solubility of cmchonidme and the reported empirical polarity (A) and dielectric constants (B) of 48 solvents [66]. Those solvents are indicated by the numbers in the figures 1 cyclohexane 2 n-pentane 3 n-hexane 4 triethylamine 5 carbon tetrachloride 6 carbon disulfide 7 toluene 8 benzene 9 ethyl ether 10 trichloroethylene 11 1,4-dioxane 12 chlorobenzene 13 tetrahydrofuran 14 ethyl acetate 15 chloroform 16 cyclohexanone 17 dichloromethane 18 ethyl formate 19 nitrobenzene 20 acetone 21 N,N-drmethyl formamide 22 dimethyl sulfoxide 23 acetonitrile 24 propylene carbonate 25 dioxane (90 wt%)-water 26 2-butanol 27 2-propanol 28 acetone (90 wt%)-water 29 1-butanol 30 dioxane (70 wt%)-water 31 ethyl lactate 32 acetic acid 33 ethanol 34 acetone (70 wt%)-water 35 dioxane (50 wt%)-water 36 N-methylformamide 37 acetone (50 wt%)-water 38 ethanol (50 wt%)-water 39 methanol 40 ethanol (40 wt%-water) 41 formamide 42 dioxane (30 wt%)-water 43 ethanol (30 wt%)-water 44 acetone (30 wt%)-water 45 methanol (50 wt%)-water 46 ethanol (20 wt%)-water 47 ethanol (10 wt%)-water 48 water. [Reproduced by permission of the American Chemical Society from Ma, Z. Zaera, F. J. Phys. Chem. B 2005, 109, 406-414.]...

Pic. 17. Dependence of solvent properties pertinent to RPC on composition of water-acetonitrile mixtures at 2S C. Surface tension y data were obtained from Timmermans U34)i the viscosity and dielectric constant < data were taken from Timmermans (134) and Doubdret and Morenas (137), respectively. Reprinted from Horvdth and Melander (129), J. Chromatogr. Sci., with permisskw from Preston Publications.

Eluents used in reversed-phase chromatography with bonded nonpolar stationary phases are genei ly polar solvents or mixtures) of polar solvents, such as acetonitrile, with water. The properties of numerous neat solvents of interest, their sources, and their virtues in teversed-phase chromatography have been reviewed (128). Properties of pure solvents which may be of value as eluents are summiuized in Table. VII. The most significant properties are surface tension, dielectric constant, viscosity, and eluotropic value. Horvath e/ al. 107) adapted a theory of solvent effects to consider the role of the mobile phase in determinmg the absolute retention and the selectivity found in reversed-phase chromatography. 

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