21.11.2014 Views

Untitled - Aerobib - Universidad Politécnica de Madrid

Untitled - Aerobib - Universidad Politécnica de Madrid

Untitled - Aerobib - Universidad Politécnica de Madrid

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

8 CHAPTER 1. THERMOCHEMISTRY<br />

Inorganic Substances<br />

Substance State h 0 s 0 ∆G 0<br />

H 2 gas 0.00 5.482 0<br />

H gas 51 675.60 27.176 48 575<br />

Br 2 liquid 0.00 0.228 0<br />

Br gas 3 342.25 0.543 19 690<br />

HBr gas -107.01 0.586 -12 720<br />

O 2 gas 0.00 1.531 0<br />

O gas 3 697.44 2.404 54 994<br />

O 3 gas 708.33 1.183 39 060<br />

H 2O gas -3 208.15 2.504 -54 635<br />

H 2 O liquid -3 792.02 0.928 -56 690<br />

N 2 gas 0.00 1.634 0<br />

N gas 6108.37 2.614 81 476<br />

NH 3 gas -648.19 2.701 -3 976<br />

NO gas 719.81 1.678 20 719<br />

NO 2 gas 175.86 1.249 12 390<br />

N 2 O 4 gas 25.09 0.790 23 491<br />

N 2O gas 442.79 1.195 24 760<br />

HNO 3 liquid -657.04 0.591 -19 100<br />

C(graphite) solid 0.113 0<br />

C(diamond) solid 37.72 0.049 685<br />

CO gas -943.09 1.689 -32 808<br />

CO 2 gas -2 137.06 1.16 -94 259<br />

Table 1.2: Formation enthalpies (cal/gr),<br />

(cal/mol). Inorganic substances.<br />

entropies (cal gr −1 K −1 ) and free energies<br />

where s 0 is the entropy of the gas at pressure p 0 and at temperature T 0 . The third law of<br />

Thermodynamics assigns zero values to the entropies of all substances at the absolute<br />

zero of temperature. This <strong>de</strong>termines the values of s 0 without the need of a convention<br />

as for the enthalpy case. 5<br />

various substances.<br />

Tables 1.2-1.4 also inclu<strong>de</strong> the formation entropies of the<br />

Let s 0 be the entropy of the gas at temperature T and standard pressure p 0 that<br />

is<br />

∫ T<br />

s 0 c p (T )<br />

= s 0 + dT. (1.17)<br />

T 0<br />

T<br />

From this equation and Eq. (1.16) one obtains for s<br />

( ) p<br />

s = s 0 − R g ln , (1.18)<br />

p 0<br />

where s 0 <strong>de</strong>pends only on T , once p 0 is selected.<br />

5 See, i.e., Ref. [9] for complementary information and for discussion of the anomalies that appear in the<br />

application of the Third Law.

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!