<P> the relationship becomes: </P> <Dl> <Dd> Δ r G T, p = ∑ i = 1 k μ i ⊖ ν i + R T ln ⁡ (S) σ (T) τ (A) α (B) β (\ displaystyle \ Delta _ (\ mathrm (r)) G_ (T, p) = \ sum _ (i = 1) ^ (k) \ mu _ (i) ^ (\ ominus) \ nu _ (i) + RT \ ln (\ frac (\ (\ mathrm (S) \) ^ (\ sigma) \ (\ mathrm (T) \) ^ (\ tau)) (\ (\ mathrm (A) \) ^ (\ alpha) \ (\ mathrm (B) \) ^ (\ beta)))) </Dd> <Dd> ∑ i = 1 k μ i ⊖ ν i = Δ r G ⊖ (\ displaystyle \ sum _ (i = 1) ^ (k) \ mu _ (i) ^ (\ ominus) \ nu _ (i) = \ Delta _ (\ mathrm (r)) G ^ (\ ominus)): </Dd> </Dl> <Dd> Δ r G T, p = ∑ i = 1 k μ i ⊖ ν i + R T ln ⁡ (S) σ (T) τ (A) α (B) β (\ displaystyle \ Delta _ (\ mathrm (r)) G_ (T, p) = \ sum _ (i = 1) ^ (k) \ mu _ (i) ^ (\ ominus) \ nu _ (i) + RT \ ln (\ frac (\ (\ mathrm (S) \) ^ (\ sigma) \ (\ mathrm (T) \) ^ (\ tau)) (\ (\ mathrm (A) \) ^ (\ alpha) \ (\ mathrm (B) \) ^ (\ beta)))) </Dd> <Dd> ∑ i = 1 k μ i ⊖ ν i = Δ r G ⊖ (\ displaystyle \ sum _ (i = 1) ^ (k) \ mu _ (i) ^ (\ ominus) \ nu _ (i) = \ Delta _ (\ mathrm (r)) G ^ (\ ominus)): </Dd>

Characteristics of a homogeneous chemical system in equilibrium