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Handbook of Solvents - George Wypych - ChemTech - Ventech!

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44 <strong>George</strong> <strong>Wypych</strong><br />

ject in the Section 2.3.19). As heat <strong>of</strong> vaporization increases, the solubility parameter also<br />

increases.<br />

Molar volume is a rather speculative, theoretical term. It can be calculated from Avogadro’s<br />

number but it is temperature dependent. In addition, free volume is not taken into<br />

consideration. Molar volume can be expressed as molecular diameter but solvent molecules<br />

are rather non-spherical therefore diameter is <strong>of</strong>ten misrepresentation <strong>of</strong> the real dimension.<br />

It can be measured from the studies on interaction but results differ widely depending on the<br />

model used to interpret results.<br />

2.3.2 BOILING AND FREEZING POINTS<br />

Boiling and freezing points are two basic properties <strong>of</strong> solvents <strong>of</strong>ten included in specifications.<br />

Based on their boiling points, solvents can be divided to low (below 100 o C), medium<br />

(100-150 o C) and high boiling solvents (above 150 o C).<br />

The boiling point <strong>of</strong> liquid is frequently used to estimate the purity <strong>of</strong> the liquid. A<br />

similar approach is taken for solvents. Impurities cause the boiling point <strong>of</strong> solvents to increase<br />

but this increase is very small (in the order <strong>of</strong> 0.01 o C per 0.01% impurity). Considering<br />

that the error <strong>of</strong> boiling point can be large, contaminated solvents may be<br />

undetected by boiling point measurement. If purity is important it should be evaluated by<br />

some other, more sensitive methods. The difference between boiling point and vapor condensation<br />

temperature is usually more sensitive to admixtures. If this difference is more<br />

than 0.1 o C, the presence <strong>of</strong> admixtures can be suspected.<br />

The boiling point can also be used to evaluate interactions due to the association<br />

among molecules <strong>of</strong> solvents. For solvents with low association, Trouton’s rule, given by<br />

the following equation, is fulfilled:<br />

ΔS<br />

o<br />

bp<br />

o<br />

ΔHbp<br />

= = 88Jmol<br />

K<br />

T<br />

bp<br />

−1 −1<br />

[2.3.1]<br />

where:<br />

o<br />

ΔSbp molar change <strong>of</strong> enthalpy<br />

o<br />

ΔHbp molar change <strong>of</strong> entropy<br />

Tbp boiling point<br />

If the enthalpy change is high it suggests that the solvent has a strong tendency to form associations.<br />

Boiling point depends on molecular weight but also on structure. It is generally lower<br />

for branched and cyclic solvents. Boiling and freezing points are important considerations<br />

for solvent storage. <strong>Solvents</strong> are frequently stored under nitrogen blanket and they contribute<br />

to substantial emissions during storage. Freezing point <strong>of</strong> some solvents is above temperatures<br />

encountered in temperate climatic conditions. Although, solvents are usually very<br />

stable in their undercooled state, they rapidly crystallize when subjected to any mechanical<br />

or sonar impact.<br />

Figures 2.3.2 to 2.3.6 illustrate how the boiling points <strong>of</strong> individual solvents in a group<br />

are related to other properties. Figure 2.3.2 shows that chemical structure <strong>of</strong> a solvent affects<br />

the relationship between its viscosity and the boiling point. Alcohols, in particular,<br />

show a much larger change in viscosity relative to boiling point than do aromatic hydrocarbons,<br />

esters and ketones. This is caused by strong associations between molecules <strong>of</strong> alcohols,<br />

which contain hydroxyl groups. Figure 2.3.3 shows that alcohols are also less volatile

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