Chemistry_Today_April_2017_vk_com_stopthepress
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Isothermal reversible expansion :<br />
∆S sys > 0, ∆S sur < 0<br />
∆S total = 0<br />
Adiabatic reversible expansion :<br />
∆S sys = 0, ∆S sur = 0<br />
∆S total = 0<br />
Adiabatic irreversible expansion :<br />
∆S sys > 0, ∆S sur = 0<br />
∆S total = 0<br />
Isothermal irreversible <strong>com</strong>pression :<br />
∆S sys < 0, ∆S sur > 0<br />
∆S total < 0<br />
And we conclude that since all natural processes are<br />
irreversible the entropy of the universe increases.<br />
This is another statement of second law.<br />
Notes :<br />
• The entropies of all perfectly crystalline material<br />
approaches zero as temperature approaches zero<br />
kelvin, this is third law.<br />
• Few substances have residual entropies even at zero<br />
kelvin like CO, NO, N 2 O, even H 2 .<br />
• For bigger molecules, standard entropy value is<br />
higher .<br />
+<br />
• For H (aq) , standard entropy is zero.<br />
• The increase in temperature results in increase in<br />
entropy.<br />
Free energy<br />
At constant T and P the equilibrium condition is<br />
the minimisation of Gibb’s free energy (G).<br />
The greatest advantage of (at constant T and P)<br />
Gibb’s free energy is that it<br />
can predict the spontaneity<br />
of the process by looking<br />
into the system only (unlike<br />
entropy which considers<br />
G<br />
equilibrium<br />
Time<br />
both system and surroundings).<br />
∆G sys (const. T and P) < 0<br />
is the criteria of spontaneity.<br />
Also, –∆G = w net<br />
For a reversible process at constant T and P, the decrease<br />
in Gibb’s energy corresponds to maximum work done<br />
by the system excluding P-V work.<br />
<br />
60 CHEMISTRY TODAY | APRIL ‘17