H2 reacts with the halogens (X2) according to the following
reaction:
H2(g)+X2(g)?2HX(g)
where X2 can be Cl2, Br2, or I2.
Reactant/Product | ?H?f(kJ/mol) | ?S?f(J/mol?K) |
H2(g) | 0 | 130.7 |
Cl2(g) | 0 | 223.1 |
HCl(g) | -92.3 | 186.9 |
Br2(g) | 30.9 | 245.5 |
HBr(g) | -36.3 | 198.7 |
I2(g) | 62.42 | 260.69 |
HI(g) | 26.5 | 206.6 |
Part A: Calculate ?H? for the reaction between hydrogen and Cl2 at 293K .
Part B: Calculate ?S? for the reaction between hydrogen and Cl2.
Part A
H2 (g) + Cl2(g) ----------> 2 HCl(g)
Now,
( delta Hf )_rkn = (delta Hf)_products - ( delta Hf)_reactants
( delta Hf )_rkn = 2 * (delta Hf)_HCl - (delta Hf)_H2 - (delta Hf)_Cl2
But (delta Hf)_H2 and (delta Hf)_Cl2 = 0
So,
(delta Hf)_rkn = 2 * (delta Hf)_HCl = 2 * (- 92.3) = -184.6 kJ/mol
Part B
H2(g) + Cl2(g) -------> 2HCl(g)
delta So = 2*(delta So)_HCl - (delta So)_H2 - delta (So)_Cl2
delta So = 2 * 186.9 - ( 130.7 + 223.1) J/mol-K
delta So = 20 J/mol-K
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