Gibbs Free Energy

Gibbs Free Energy

Gibbs Free Energy (G) is a thermodynamic potential that measures the maximum useful work obtainable from a process at constant temperature and pressure.

Definition and Formula

Gibbs Free Energy is defined as:

G = H – T × S

Gibbs Free Energy
Gibbs Free Energy

Where:
G = Gibbs free energy (Joules)
H = Enthalpy (heat content, J)
T = Temperature (Kelvin)
S = Entropy (disorder, J/K)

Significance of Gibbs Free Energy Change (ΔG)

  • ΔG < 0: Spontaneous reaction (exergonic).
  • ΔG = 0: System at equilibrium.
  • ΔG > 0: Non-spontaneous reaction (endergonic).

Relationship with Equilibrium Constant

ΔG° relates to equilibrium constant (K) as:

ΔG° = -RT ln K

R = 8.314 J/mol·K, T = Temperature in Kelvin, K = Equilibrium constant.

Learn more about Thermodynamics basics and Wikipedia on Gibbs Free Energy.

Applications

  • Predicting spontaneity of chemical reactions.
  • Determining equilibrium positions.
  • Calculating maximum work obtainable.
  • Explaining biological processes like ATP hydrolysis.

Quiz

  1. Which term in the Gibbs frees energy (G)equation represents disorder?
    a) G   b) H   c) T   d) S
    ✅ Answer: d) Entropy
    Explanation: Entropy (S) represents disorder.
  2. A reaction with ΔG < 0 is:
    a) Non-spontaneous   b) Equilibrium   c) Spontaneous   d) Endergonic
    ✅ Answer: c) Spontaneous
    Explanation: Negative ΔG = spontaneous.
  3. At equilibrium, ΔG is:
    a) Negative   b) Positive   c) Zero   d) Undefined
    ✅ Answer: c) Zero
    Explanation: No net change at equilibrium.
  4. Which equation relates ΔG° and equilibrium constant?
    a) ΔG° = RT ln K   b) ΔG° = -RT ln K   c) ΔG° = T/S   d) ΔG° = H – TS
    ✅ Answer: b) ΔG° = -RT ln K
    Explanation: Standard free energy links to K.

FAQ

Q1: What does negative Gibbs frees energy mean?

Answer: It means the process is spontaneous and releases energy.

Q2: Can ΔG predict equilibrium?

Answer: Yes, at equilibrium ΔG = 0, meaning no further net change.

Q3: How is Gibbs Frees Energy used in biology?

Answer: It explains processes like ATP hydrolysis, enzyme action, and metabolism.

Up Next: Entropy — Understanding disorder and spontaneity in thermodynamics.

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