The concentration of products divided by the concentration of reactants describes the equilibrium constant expression when the reaction reaches equilibrium. This expression can be seen below-
Keq = [C]ceq [D]deq / [A]aeq [B]beq
In this reaction= aA +bB<=> cC +dD
The concentration of a reactant or product in the reaction is described by each term when the product C and D are produced by chemicals A and B. the number of moles of each chemical is indicated by the lowercase letters.
The brackets around a letter [A], indicate the concentration of each chemical, and the equilibrium constant determined by the concentration if each molecule is denoted by the subscript.
A famous scientist, J. Willard Gibbs studied the energy present in the reaction. He described that the equilibrium constant is directly related to the amount of free energy change that occurred during the reaction.
The free energy change is denoted by ∆G. Gibbs proved that standard free-energy change or ∆G0 occurs in every reaction. The initial concentrations of chemicals govern the total free energy change of each reaction.
Using the equilibrium constant of the equation, the following equation is used to calculate the standard free energy.
∆G0 = -RTIn (Keq)
According to this equation, the standard free energy change is another method to describe the driving forces of reaction, and which way they will proceed. However, we can know whether we will have more reactants or products at the end of a reaction by the equilibrium constant but it does not hint about the time taken to complete the reaction.
This is called the rate constant and it is denoted by a lowercase k. A variety of other equations related to the speed of the reaction are also related to the rate constant. A number of biological reactions need the equilibrium constant, as seen in the examples below.