In the previous section, we saw Lewis acids and bases. In this section, we will see ionization of acids and bases
• We saw three theories about acids and bases:
♦ The Arrhenius theory
♦ The Brönsted-Lowry theory
♦ The Lewis theory
• The first two theories are simple and can be applied in most practical situations
• This is because, in most practical situations, acids and bases will be reacting with water
• We have seen that, both Arrhenius and Brönsted-Lowry theory help us to write accurate chemical equations of such reactions with water
• Now we will see how the two theories help us to define strong acids and bases
• Let us first consider the Arrhenius theory. It can be written in 2 steps:
1. Acids like HCl, HNO3 etc., dissociate almost completely when added to water
♦ HCl(aq) + H2O(l) ⇌ H3O+(aq) + Cl-(aq)
♦ HNO3 + H2O ⇌ H3O+(aq) + NO3-(aq)
(Recall that, the H+ ions combine with H2O molecules to form H3O+ ions)
• Since they dissociate almost completely, we get a large concentration of H+ ions
◼ So according to Arrhenius theory, such acids are strong acids
2. Similar is the case with bases like LiOH and NaOH. They dissociate almost completely
• Since they dissociate almost completely, we get a large concentration of OH- ions
◼ So according to Arrhenius theory, such bases are strong bases
Next, we will see how the Brönsted-Lowry theory helps us to define strong acids and bases. It can be written in 7 steps:
1. Acids like HCl, HNO3 etc., dissociate almost completely when added to water
• Since they dissociate almost completely, we get a large concentration of H+ ions
• This is same as:
♦ They donate a large number of protons
♦ In other words, such acids are good proton donors
◼ So according to Brönsted-Lowry theory, such acids are strong acids
2. Similar is the case with bases like LiOH and NaOH. They dissociate almost completely
• Since they dissociate almost completely, we get a large concentration of OH- ions
• OH- ions accept H+ to become water
♦ If more OH- ions are available, more H+ can be accepted
♦ This is same as:
✰ These bases can accept a large number of protons
• In other words, such bases are good proton acceptors
◼ So according to Brönsted-Lowry theory, such bases are strong bases
Let us see how the Brönsted-Lowry theory can be used to analyze ionic equilibrium. It can be written in 6 steps
1. We have seen that, ionization reaction is a reversible reaction
♦ Both forward and backward reactions are taking place
♦ With the passage of time, the reaction will be moving towards equilibrium
2. So a question arises:
• At equilibrium, which of the following two conditions will be obtained?
♦ A condition in which there is a greater concentration of products
♦ A condition in which there is a greater concentration of reactants
3. We can make this question clearer using an example. It can be written in steps:
(i) Consider the reaction:
HX(aq) + H2O(l) ⇌ H3O+(aq) + X-(aq)
(ii) At equilibrium which of the following two conditions will be obtained?
♦ A condition in which there is a greater concentration of H3O+ and X-
♦ A condition in which there is a greater concentration of HX and H2O
4. At equilibrium,
• If there is a greater concentration of H3O+ and X-, We can say:
♦ Forward reaction is favored
♦ HX undergoes almost complete dissociation
• If there is a greater concentration of HX and H2O, We can say:
♦ Backward reaction is favored
♦ HX undergoes very low dissociation
5. Let us write a summary. It can be written in two steps:
(i) If the forward reaction is favored,
♦ At equilibrium, there will be a large concentration of H3O+ and X-
♦ There will be only very low concentration of HX
♦ Then HX can be considered as a strong acid
(ii) If the backward reaction is favored,
♦ At equilibrium, there will be a large concentration of HX and H2O
♦ There will be only very low concentration of H3O+ and X-
♦ Then HX can be considered as a weak acid
6. Recall that, Brönsted-Lowry theory gives us information about conjugate acids and bases also. Let us apply it to our present case. It can be written in 4 steps:
(i) We know how to identify conjugate acids and bases in a reaction
• For our present case, they can be written along with the chemical equation as shown below:
♦ So the [acid, conjugate base] pair is: [HX,X-]
♦ Also, the [base, conjugate acid] pair is: [H2O,H3O+]
(ii) So we have two pairs:
♦ [acid, conjugate base], which is: [HX,X-]
♦ [base, conjugate acid], which is: [H2O,H3O+]
• We have to analyze each pair when the forward reaction is favored
• We have to analyze each pair when the backward reaction is favored
(iii) First we will analyze the pairs when the forward reaction is favored:
◼ Consider the first pair [acid, conjugate base], which is: [HX,X-]
♦ HX will dissociate completely
♦ The backward reaction will be slow
✰ X- will be reluctant to accept protons
✰ That means X- is a weak base
• Thus in the pair [HX,X-]:
♦ The acid HX is strong
♦ The conjugate base X- is weak
◼ Consider the second pair [base, conjugate acid], which is: [H2O,H3O+]
♦ H2O will dissociate completely
♦ The backward reaction will be slow
✰ H3O+ will be reluctant to donate protons to X-
✰ That means H3O+ is a weak acid
• Thus in the pair [H2O,H3O+]:
♦ The base H2O is strong
♦ The conjugate acid H3O+ is weak
The two cases are shown in the fig.7.18 below:
Fig.7.18 |
(iv) Next we will analyze the pairs when the backward reaction is favored:
◼ Consider the first pair [acid, conjugate base], which is: [HX,X-]
♦ HX will be reluctant to dissociate
♦ The backward reaction will be fast
✰ X- will readily accept protons from H3O+
✰ That means X- is a strong base
• Thus in the pair [HX,X-]:
♦ The acid HX is weak
♦ The conjugate base X- is strong
◼ Consider the second pair [base, conjugate acid], which is: [H2O,H3O+]
♦ H2O will be reluctant to dissociate
♦ The backward reaction will be fast
✰ H3O+ will readily donate protons to X-
✰ That means H3O+ is a strong acid
• Thus in the pair [H2O,H3O+]:
♦ The base H2O is weak
♦ The conjugate acid H3O+ is strong
The two cases are shown in the fig.7.19 below:
Fig.7.19 |
In the next section, we will see ionization constant of water and the pH scale
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