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Fugacity: It is derived from Latin, expressed as fleetness or escaping ...

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0<br />

0 G298<br />

We have G<br />

298= -RTln K298<br />

<strong>or</strong> lnK 298=<br />

2(298)<br />

G = G - G<br />

= - 88590 - (- 71680) = - 16910 k Cal / k mol<br />

0<br />

298<br />

<br />

Products Reactants<br />

16910<br />

lnK 298=<br />

28.372<br />

2(298)<br />

3<br />

4.152<br />

12474x10 22818.19<br />

28.372 ln298 <br />

298 M<br />

2 2x2<br />

2x298 M 0.9842<br />

11409.09<br />

3<br />

lnK 2.076lnT 3.1185x10 T 0.9842<br />

Derive the general equation f<strong>or</strong> the standard free energy f<strong>or</strong>mation f<strong>or</strong> ½ N2 + 3/2<br />

H2 NH3<br />

The absolute entropies in ideal g<strong>as</strong> state at 298 K and 1.0 atm are<br />

NH3 = 46.01 g Cal / g mol K<br />

N2 = 45.77<br />

H2 = 31.21<br />

ΔH 0 298 (g Cal / g mol) = - 11040<br />

Heat capacity Data <strong>is</strong> given by Cp= a + bT + cT 2 the values are<br />

Component a bx10 2<br />

T<br />

cx10 5<br />

NH3 6.505 0.613 0.236<br />

N2 6.903 - 0.038 0.193<br />

H2 6.952 - 0.46 0.096<br />

Compute the free energy change at 1500K. Is reaction fe<strong>as</strong>ible?

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