Thermodynamically favored process
TFP exothermic
TFP endothermic
entropy
laws of thermodynamics
2. The entropy of the universe is constantly increasing
S>0
calculating ^S
^S=sum n S(products) - sum n S(reactants)
How to tell if a process is thermodynamically favored
Two methods for determining if a process is thermodynamically favored
2. ^G (Gibbs free energy)
^S universe
^S (universe)=^S (system) + ^S (surroundings)
- If ^S>0, the reaction is thermodynamically favored, its its negative then it won’t happen at all
Gibbs free energy
^G=^H-T^S
Temperature and Thermodynamic favorability
^H and ^S: - + =yes at all temps \+ - = no at all temps - - =yes at low, no at high \+ + = yes at high, no at low
Free energy of formation
^Grxn=sum n G(products) - Sum n G (reactants)
Find the ^S for the following reactions using the S values given
^S=sum n S(products) - sum n S(reactants)
calculate ^G
^G=^H-T^S
at what temperature does it become thermodynamically favored?
rearrange ^G=^H-T^S and solve where G=0.
why can it still be thermodynamically favored when the entropy of the system decreases so dramatically?
still exothermic and contributes to the entropy of the universe
Find the value of g using the Gf vales
^Grxn=sum n G(products) - Sum n G (reactants)
Spontaneous signs for G, S, H
spontaneous:
the G positive at low temps and negative at high temps. predict sign for H
negative
under what conditions does the is process become thermodynamically favored?
when temp is low and G is negative
Find S at this temp
^G=^H-T^S rearrange to solve for ^S