s1·S1 + .. + snS·SnS <-> p1·P1 + .. + pnP·PnP
By redefinition of stoichometry as vi = -si, Ai = Si for i=1..nS vi = pi-nS, Ai = Pi-nS for i=nS+1..nS+nP
So the reaction can be written also as 0 = ∑ (vi · Ai)
K = product(a(S).^s) / product( a(P).^s ) = product(a(A).^v) |
dissociation constant |
ΔrG = ∑ (vi · ΔfGi) = ΔrH - T·ΔrS = -R·T·log(K) |
molar Gibb's energy of the reaction |
ΔrH = ∑ (vi · ΔfHi) |
molar enthalpy of the reaction |
molar entropy of the reaction |
Ai |
i-th substance |
vi |
stochiometric coefficients of i-th substance |
K |
dissociation constant (activity based) |
a(Ai)=fi*xi |
activity of the substance A |
fi |
activity coefficient of the substance A |
xi |
mole fraction of the substance A |
ΔfHi |
molar enthalpy of formation of i-th substance |
ΔfGi |
molar Gibbs energy of formation of i-th substance |
ΔfSi |
molar entropy of formation of i-th substance |
Δrω |
change of number of microstates of particles by reaction |
2013-2020 by Marek Matejak, Charles University, Prague, Czech Republic