There is no easy method of measuring ∆S for a reaction, but we can use experimental measurements of variation of heat capacity for many substances at any temperature. Absolute Entropies are based on the reference point of zero entropy for perfect crystalline solid at 0 K. Entropies are usually tabulated as molar quantities, in units of joules per mole-Kelvin (J/mol-K).
The molar entropy values of substances in their standard states are known as standard molar entropies and are denoted So. The standard state for any substance is defined as the pure substance at 1 atm pressure.
Sample Molar Entropies of Some Selected Substances at 298 K
Substance So, J/mol-K
Gases
H2(g) 130.7
N2(g) 191.6
O2(g) 205.2
H2O(g) 188.8
NH3(g) 192.5
CH3OH(g) 237.6
C6H6(g) 269.2
Liquids
H2O (l) 69.9
CH3OH(l) 126.8
C6H6(l) 172.8
Solids
Li(s) 29.1
Na(s) 51.3
K(s) 64.7
Fe(s) 27.3
FeCl3(s) 142.3
NaCl(s) 72.3
Al(s) 28.3
Al2O3(s) 51.0
Based from the sample of molar entropies above, observations about Soare the following:
1. Unlike enthalpies of formation, the standard molar entropies of elements at the reference temperature at 298 K are not zero.
2. The standard molar entropies of gases are greater than those of liquids and solids, consistent with the interpretation of experimental observation.
3. Standard molar entropies generally increase with increasing molar mass.
4. Standard molar entropies generally increase with an increasing number of atoms in the formula of the substance.
In summary, the number of significance of the vibrational degrees of freedom of molecules increase with the increasing mass and increasing number of atoms.
The entropy change in a chemical reaction can be calculated by the sum of the entropies of the products less the sum of the entropies of the reactants:
= (2 mol) (192.5 J/mol-K) - [(1 mol) (191.6 J/mol-K) + (3 mol)(130.7 J/mol-K)]
= - 198.4 J/K
= [(2 mol)(28.3 J/mol-K) + (3 mol)(188.8 J/mol-K)] - [(1 mol)(51.0 J/mol-K) +(3 mol) (130.7 J/mol-K)]
= +180.39 J/K
This post first appeared on Science Concepts And Questions (K To 12), please read the originial post: here