The alkanols of three carbon length have been studied by dielectric methods during many years and they do not obey any theoretical model. These substances have the same chain length and have one, two or three dipoles per molecule, so their ability to form hydrogen bridges changes from one substance to other, and one can obtain information by comparative studies. In previous works, we have measured the thermal dependence of permittivity of these substances and analysed the results with an empirical modification of the Onsager equation. Now we shall analyse and compare the results using a different representation. In this representation, the data shows straight lines, whose slopes depend on the quantity of dipoles of each molecule encouraging the high quality of the fittings obtained with the three substances, and also that they behave in the same dielectric way with the rise of temperature.
IntroductionIn the past, these three substances have been extensively studied by dielectric spectroscopy, in pure state [1][2][3][4][5][6][7][8][9][10][11], in mixtures with non-polar solvents [12][13][14][15][16][17][18][19], in aqueous solutions [20][21][22][23][24] or in mixtures with other polar liquids [25][26][27][28], in all the range of liquids temperatures, and also in the super-cooled state [29][30][31].In these systems, the hydrogen bonding between molecules and the dielectric behaviour is present and is governed by this association. At the present time there is still a controversy in the detailed explanation of how these clusters form and evolve [32][33][34][35][36][37][38]. Despite this lack of an explicit model, one can obtain valuable information by doing comparative studies of the dielectric behaviour of these substances.Static permittivity brings information about the molecular associations, and its variations with temperature gives knowledge on the dynamics of the structures made by the hydrogen bonding.In previous works, we have measured the static permittivity as a function of temperature in pure and diluted alcohols, and also in this family of alkanols, and analysed the results obtained with an empirical modification of the Onsager equation [39][40][41][42][43]. Now the objective is to compare the results obtained with a new representation [44] that put in evidence the differences in the dielectric behaviour of liquids that have the same chain length and an increasing number of dipoles per molecule.