Phase Equilibria Flashcards
What is a phase?
This is a homogeneous part of a system which is physically distinct from other parts of the system and separated from them by a boundary.
Each of the three states of matter i.e. solid, gas and liquid constitute a phase.
What is a component?
This is any of the chemical spaces contained in a phase system.
A phase system can be a one component phase system; two component phase system or a three component phase system.
What is a solution?
This is a homogeneous mixture of two or more substances i.e. a solution is a one phase system.
What are the factors that define a given phase?
- Temperature
- pressure
- composition.
What is a triple point?
This is the point on a phase diagram representing the temperature and pressure at which the solid, liquid and gaseous phases co-exist in equilibrium.
What is the critical point in phase equilibrium?
The point on a phase diagram representing the temperature and pressure above which the liquid and gaseous phases are indistinguishable.
What is critical temperature?
This is the temperature above which a gas cannot be liquefied by increase in pressure alone without further cooling no matter how much pressure is applied.
What are the differences between phase diagram of water and carbon dioxide?
1) The critical pressure of carbon dioxide is above atmospheric pressure while that of water is below atmospheric pressure.
2) The melting point of solid carbon dioxide increases with increase in pressure while that of water decreases with increases in pressure.
What are Miscible liquid mixtures?
These are liquids that dissolve in each other quickly at all compositions, temperature and pressure.
Mixtures of miscible liquids result into either ideal solutions or non-ideal solutions
What are ideal solutions?
An ideal solution consisting of two components A and B is one in which the intermolecular attractions AโA, BโB and AโB are all equal.
OR:
An ideal solution is one that obeys Raoultโs law throughout its composition. In such a solution, the cohesive forces between the molecules of components are equal in magnitude and kind to the adhesive forces between the molecules of the components in the mixture.
What are the characteristics of ideal solutions?
- It has equal intermolecular attractions between all molecules in the solution.
- There is no change in volume when it is made by mixing of its components i.e. โVm = 0
- The enthalpy change on mixing of its components to form the solution is zero i.e. โHm = 0
Give examples of liquids that form ideal solutions
- Benzene and Methylbenzene
- Hexane and Heptane
- Octane and Nonane
- Chlorobenzene and Bromobenzene.
- Bromoethane and Chloroethane
State Raoultโs law for ideal solutions
It states that the partial pressure of any volatile component of an ideal solution is equal to the vapour pressure of the pure component multiplied by its mole fraction in the solution provided temperature is constant.
What are the conditions for an ideal solution to obey Raoultโs Law?
- Temperature must be constant.
- The ideal solution must be sufficiently dilute
Describe fractional distillation of an ideal solution
- The liquid mixture is separated by fractional distillation.
- The liquid mixture of composition P is heated and its temperature rises until T1 when it boils to form a vapour of composition Q which is richer in the more volatile component A than the liquid mixture from which it is formed.
- The rising vapour is condensed by the cold glass beads forming a liquid of the same composition as the vapour at point R.
- The formed liquid flows down the fractionating column where it meets hot rising vapor causing it boil again at a lower temperature T2 forming a vapour of composition S with increased percentage composition of the more volatile component A.
- Successive boiling and condensation eventually results into pure A as the distillate and pure B as the residue in the flask.
What is a non-ideal solution?
This is one in which the intermolecular attractions AโB are less or greater than the average AโA and BโB attractions
Explain negative deviation from Raoultโs law
- A solution consisting of two liquids A and B exhibits negative deviation from Raoultโs law when the intermolecular attractions AโB are greater than the intermolecular forces of attraction Aโ A and BโB.
What are the characteristics of solutions that show negative deviation?
- The intermolecular attractions between the two liquid components is greater than the intermolecular attractions of the pure components i.e. AโB > AโA or BโB
- There is decrease in volume when it is made by mixing of its components
- There is evolution of heat on mixing of its components
- There is reduced vapour pressure above the solution than for pure components
- It exhibits minimum vapour pressure and maximum boiling point
What is an azeotropic mixture?
This is a liquid mixture which at constant pressure boils at a constant temperature without change in its composition forming vapour of the same composition as the liquid mixture.
The composition of an azeotropic mixture is always equal to that of the vapour above it.
Give the similarity between an azeotropic mixture and a pure compound.
- Both the azeotrope and a pure compound boil at constant temperature without change in composition provided pressure stays constant.
Give differences between an azeotropic mixture and a pure compound.
- The composition of the azeotrope changes with pressure while that of a compound is not affected by pressure changes.
- The components of the azeotropic mixture can be separated by physical mean whereas elements in a compound cannot be separated by physical means.
- The components of an azeotropic mixture are not chemically combined together whereas the elements in a compound are chemically combined together.
Explain fractional distillation of a mixture showing negative deviation using a boiling point-composition diagram.
- The liquid mixture of composition X is heated and its temperature rises until point p when it boils at temperature T1 forming a vapour of composition q with increased percentage composition of component B, the more volatile component.
- The vapour is condensed by the glass beads forming a liquid of the same composition as the vapour at point r.
- The formed liquid flows down the fractionating column where it is heated again by hot rising vapour from the flask and boils at a much lower temperature T2 forming a vapour of composition s, much richer in B.
- This vapour is condensed by the glass beads forming a liquid of the same composition as the vapour at point t.
- Successive boiling and condensation results into pure B as the distillate and the residue in the flask being an azeotropic mixture of composition Y consisting of both components A and B.
- Similarly when a mixture of composition Z is fractionally distilled, the distillate will be pure A and the residue in the flask an azeotropic mixture of composition Y
State means of separation of an azeotropic mixture.
- If one of the components of the azeotrope is water, the water can be removed by adding a suitable drying agent e.g. Silicon(IV) oxide.
- By solvent extraction using a suitable solvent.
- By passing the azeotrope over a suitable adsorbent (e.g. silica gel) onto which one of the components is adsorbed.
- By distillation in presence of a third component which forms a binary azeotrope with one of the components which boils at a lower temperature than the second component of the original mixture.
Explain positive deviation from Raoultโs law.
A solution consisting of two liquids A and B exhibits positive deviation from Raoultโs law when the intermolecular attractions AโB are less than the AโA and BโB intermolecular attractions.