Table of contents | |
Introduction to Ionic Equilibrium | |
Ostwald’s Dilution Law: Degree of Dissociation | |
Common Ion Effect on Degree of Dissociation | |
Solubility Equilibra of Spraingly Soluble Salts |
Ionic Equilibrium - Ostwald Dilution law
In Ionic equilibrium, the ionic substance dissociates into their ions in polar solvents. The ions formed are always in equilibrium with its undissociated solute in the solution.
⇒ Representation of Ionic Equilibrium: Xa Yb ⇌ aXb+ + bYa-
Reactants and products coexist in equilibrium so that reactant conversion to product is always less than 100%. Equilibrium reactions may involve the decomposition of a covalent (non-polar) reactant or ionization of ionic compounds into their ions in polar solvents.
In this section, we will learn about the ionic equilibrium in ionic solutions. Substances in Ionic Equilibrium can be classified into two categories on the basis of their ability to conduct electricity given as under,
Non-Electrolytes
These are substances that consist of molecules that bear no electric charge, do not dissociate into their constituent ions and thus do not conduct electricity in their aqueous solution or molten state. For example sugar solution.
Electrolytes
These are substances that dissociate into their constituent ions in their aqueous solution and thus conduct electricity in their aqueous solutions or molten state. Example, salt solution, acid solution, base solution etc.
Electrolytes in ionic equilibrium can be further classified into strong and weak electrolytes.
Strong electrolytes are substances that upon dissociation in their ionic solution ionize completely while in the case of weak electrolytes, the dissociation is partial in nature.
For example, NaCl undergoes complete ionization in its aqueous solution to render sodium ions (Na+) and chloride (Cl–) ions, whereas, acetic acid undergoes partial ionization to render some amount of acetate ions(CH3COO–) and hydrogen(H+) ions.
Ostwald’s dilution law is the application of the law of mass action to weak electrolytes in solution.
A binary electrolyte AB which dissociates into A+ and B– ions.
AB ⇌ A+ + B–
(i) For very weak electrolytes, since α <<< 1, (1 – α) = 1
∴ K = Cα2 α = √KV
(ii) Concentration of any ion = Cα = √CK = √K/V
Degree of ionization increases on dilution. Thus, degree of dissociation of a weak electrolyte is proportional to the square root of dilution.
Limitations of Ostwald’s Dilution law
The law holds good only for weak electrolytes and fails completely in the case of strong electrolytes.
Ionic Equilibrium Formulas
It becomes necessary to know what fraction of the initial amount of the reactants are converted into products at equilibrium.
The fraction of the initial molecules that are converted at equilibrium is called the degree of Dissociation / ionization.
Degree of dissociation or ionization = α = (Number of reactant molecules dissociated\ionized at the start) / (Number of reactant molecules at the start)
Degree of dissociation in Ionic equilibrium can be expressed in percentage.
% Degree of dissociation or ionization = α = (Number of reactant molecules dissociated or ionized at the start)/(Number of reactant molecules at the start) × 100
Degree of Ionization
The degree of ionization depends on
Dissociation of Ionic Compounds in Polar Solvents
Ionic compounds dissolve in polar solvents with ionization into cations and anions.
The ionized ions are in equilibrium with the un-dissociated molecules.
AxBy ⇌ xAy+ + yBx-
Ionic Solids in Solutions
Strong electrolytes (α ≈100% ionization), Weak electrolytes (α ≈ 10% ionization), Sparingly soluble (α ≈100% ionization)
Example: HCl, NaOH, Salts NH4OH, Organic acids AgCl, BaSO4
Ionization of Weak Electrolytes
In infinite dilution, all electrolytes are fully ionized. In a concentrated solution, weak electrolytes exist in equilibrium with their unionized molecules. Concentrations of the ions are important in many practical situations like acid-base solubility, and conductance of the solution.
Weak electrolytes are poorly ionized in aqueous solution. Their ionization may further be reduced if one of the ions are present from another source. This called a common ion effect.
The solubility product constant is the equilibrium constant for the dissolution of a solid substance into an aqueous solution. It is denoted by the symbol Ksp.
The solubility product is a kind of equilibrium constant and its value depends on temperature. Ksp usually increases with an increase in temperature due to increased solubility.
Solubility is defined as a property of a substance called solute to get dissolved in a solvent in order to form a solution. The solubility of ionic compounds (which disassociate to form cations and anions) in water varies to a great deal. Some compounds are highly soluble and may even absorb moisture from the atmosphere whereas others are highly insoluble.
Solubility depends on a number of parameters amongst which lattice enthalpy of salt and solvation enthalpy of ions in the solution are of most importance.
Salts are classified on the basis of their solubility in the following table:
Suppose barium sulphate along with its saturated aqueous solution is taken.
The following equation represents the equilibrium set up between the undissolved solids and ions:
The equilibrium constant in the above case is:
In case of pure solid substances the concentration remains constant, and so we can say:
Here Ksp is known as the solubility product constant. This further tells us that solid barium sulphate when in equilibrium with its saturated solution, the product of concentrations of ions of both barium and sulphate is equal to the solubility product constant.
Some important factors that have an impact on the solubility product constant are:
The common ion effect is an effect that suppresses the ionization of an electrolyte when another electrolyte (which contains an ion which is also present in the first electrolyte, i.e. a common ion) is added. It is considered to be a consequence of Le Chatlier’s principle (or the Equilibrium Law).
The statement of the common ion effect can be written as follows – in a solution wherein there are several species associating with each other via a chemical equilibrium process, an increase in the concentration of one of the ions dissociated in the solution by the addition of another species containing the same ion will lead to an increase in the degree of association of ions.
An example of the common ion effect can be observed when gaseous hydrogen chloride is passed through a sodium chloride solution, leading to the precipitation of the NaCl due to the excess of chloride ions in the solution (brought on by the dissociation of HCl).
This effect cannot be observed in the compounds of transition metals. This is because the d-block elements have a tendency to form complex ions. This can be observed in the compound cuprous chloride, which is insoluble in water. This compound can be dissolved in water by the addition of chloride ions leading to the formation of the CuCl2– complex ion, which is soluble in water.
The way in which the solubility of a salt in a solution is affected by the addition of a common ion is discussed in this subsection.
However, it can be noted that water containing a respectable amount of Na+ ions, such as seawater and brackish water, can hinder the action of soaps by reducing their solubility and therefore their effectiveness.
When the conjugate ion of a buffer solution (solution containing a base and its conjugate acid, or acid and its conjugate base) is added to it, the pH of the buffer solution changes due to the common ion effect.
Thus, the common ion effect, its effect on the solubility of a salt in a solution, and its effect on the pH of a solution.
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