Derivation of the Phase Rule: According to this rule, for any equilibrium thermodynamic system, the sum of the number of degrees of freedom(F) and the number of phases(P) are equal to the sum of number of independent component ‘C’ and the number of external factors n(T and P) affecting the physical state of the system. F+P=C+n Or , F+P= C+2 where ( n=2 ) Or , F= C-P+2 (Gibbs phase rule) Let us consider a heterogeneous system in equilibrium having C components (C 1 ,C 2 ,----C c ) distributed in P phase (P 1 , P 2 , ----P p ). The number of degree of freedom = Total number of variables - The number of factor define by the system Step-I : Determination of the total number of variables: Let us consider, a system which is having two component C 1 and C 2 . If the molar concentration of one component is known than that of other can be calculat
Phase Rule The phase rule is an important tool in the study of heterogeneous equilibrium. It relates the condition which mistake specified to describe the state of a system equilibrium. A substance can exist in various states depending on the external conditions. For example, water can exist in the form of a solid, liquid, and vapor. A change in the state of a substance is called phase transition. Equilibrium is a system in which phase transitions occur in addition to a chemical process is called phase equilibrium. Explanation of the Terms Involved in Phase Equilibrium or Terminology:- 1. Phase (p): A phase is defined as the homogeneous parts of heterogeneous system. which can be separated from each other by simple mechanical method by means of a definite boundary. A phase is a physically distinct and mechanically separable part of a system. Example: i. Water exists in three forms –ice