Skip to main content

Phase Rule


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, water and vapors so it is a three phase system and represented as-
 
Each phase is separate by a phase boundary known as interface.
ii.                  A gas a gaseous mixture is a single phase because there is no interface between one gas and another. For example; air ect.
iii.                Let us consider the decomposition of CaCO3 as
Here are three phases. Two phases are of CaCO3 (s) and CaO(s) and third phase is of CO2 (g). All phases are separated by interface.
iv.                Every solid in a system in an individual phase and each is separated from others by a definite bounding surface.
 
2.      Components(c):
                                      The components of a system can be described in terms of the species present in the system. The component of a system are defined as the minimum number of independent variable constituents by means of which the composition of any phase of the system can be expressed either directly or in the form of a chemical equation. For example,
i.                    Water exists in the three phases as ;
 Each phase can be represented by H2O. Thus, the number of components is one.
ii.                  The sulphur system consists of four phases i.e, rhombic, monoclinic, liquid, and vapour. The chemical composition of each phase can be expressed in terms of S. Hence it is a one component system.
iii.                In case of chemically reactive system where various chemical reactions take place between the species, the number of components is calculated by the relation
     C=S-R
                  Where S is the number of chemical species present in the system and R is the number of independent chemical reactions.
Decomposition of CaCO3.
There are three phases, three species and one reaction. Here S=3 , R=1
So ,  C=S-R= 3-1=2
Hence the number of components is two.
iv.                When ions are also present in the system then the condition of electroneutrality is also considered. Hence the number of components may be calculated by the modified relation as C=S-(R+1)
3.      Degree of Freedom:
                                 The degree of freedom or variance is defined as the smallest number of independent variables such as pressure, temperature and concentration that must be specified in order to describe complete the state of the system. System having degrees of freedom three ,two, one , zero are known  as trivariant, bivariant, univariant (or monovariant), and nonvariant system, respectively.
For example;
i.                    For ice-water-vapor system, F=0. In the system, the three phases co-exist at the freezing point of water. As the freezing temperature of water has a fexed value the vapor pressure of water also has a definite value. The system has two variables (T and p) , both of which are already fixed. The system is completely defined automatically and there is no need to specify any variable. It has no degree of freedom.  
                                  i.e, F=0
ii.                  For saturated NaCl solution, F=1. The saturated solution of sodium chloride in equilibrium with solid NaCl and water vapor i.e.
is completely defined if we specify temperature only. The other two variables, i.e, composition of NaCl sample and vapor pressure have a definite value at a fixed temperature. So, the system has one degree of freedom.
4.      Triple Point:
                         Triple point is the point at which three phases co-exist in equilibrium. The degree of freedom of one component system is zero.
 
5.      Eutectic Mixture and Eutectic Point:
                                                           Eutectic mixture is a mixture of two or more components without chemically reacted in solution state having lowest freezing or melting point among all possible ratio of mixing that components at particular temperature, such type of system where, eutectic mixture is formed is called the eutectic system and the lowest melting point of that eutectic mixture is called the eutectic point.
6.      True Equilibrium:
                                A system is said to be in state of true equilibrium under a given set of conditions if the same state can be realized by approach from either direction by following any possible procedure.
7.      Metastable Equilibrium:
                                                A system is said to be in a state of metastable equilibrium under a given set of condition if a state can be realized only from one direction by a careful change of conditions.

Comments

Popular posts from this blog

Derivation of the Phase Rule

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

Properties of Lubricants

Properties of Lubricants:- Lubricants have several properties, some important properties are given below:- 1.       Viscosity:                              It is the property of a liquid or a fluid by virtue of which it offers resistance to its own flow. If two layers of a liquid separated by a distance’s and moving with a relative velocity difference ‘v’ then force per unit area(f) required to maintain this velocity difference is given by-                                                 f=nv/d Where n is the coefficient of viscosity. Viscosity is the most important property of any lubricating oil. If the viscosity of the oil is too low a liquid oil film cannot be maintained between two moving surfaces and excessive wearing takes place. Determination of Viscosity: The apparatus which is used to determine the viscosity is known as viscometer. In industry viscosity of lubricating oil is determined by Redwood, say bolt and Angler instrument. In the Redwood viscometer

Additives For Lubricants

Additives For Lubricants There are lack of properties of single lubricating oil so the properties of lubricants may be improved by adding some specific suitable compounds, such type of compounds which are used to improve the properties of lubricants are known as additives for lubricants. Some important additives are listed below. (i)                  Extreme pressure additives:   These additives either get absorbed on the metal surface or react with the metal to form a layer having low shear strength on the metal surface and prevent wearing and tearing. They also protect them from welding and seizure under extreme pressure conditions. For example fatty ester, acids, organic chlorine compounds, metallic soaps etc. (ii)                Viscosity Index improves: The prevent the oil from thickening at low temperature and thin at higher temperature. Long chain polymers like polyesters, polystyrene etc are used as viscosity index improves. (iii)              Anti-Oxidants: The