Coagulating power of an ion for a colloidal solution depends on:
Its size and magnitude of charge both
Colloidal solutions are systems where one substance is dispersed evenly throughout another substance in the form of very small particles, typically ranging from 1 nanometer to 1 micrometer. These particles often carry an electric charge, which can be positive or negative, depending on the colloid and the medium.
Coagulation, also known as flocculation or precipitation, is the process by which the dispersed colloidal particles are made to aggregate (clump together) and settle down. This usually happens when the repulsive forces between the particles are overcome, allowing attractive forces (like van der Waals forces) to dominate. Electrolytes, which are substances that produce ions when dissolved in a solvent, can cause coagulation.
When an electrolyte is added to a colloidal solution, the ions carrying a charge opposite to that of the colloidal particles are primarily responsible for causing coagulation. These oppositely charged ions neutralize the charge on the colloidal particles, reducing the electrostatic repulsion between them and allowing them to aggregate. The ability of an ion to cause coagulation is called its coagulating power or flocculating power.
Several factors influence the coagulating power of an ion:
The most significant factor influencing the coagulating power of an ion is its valency or the magnitude of its charge. This is summarized by the Hardy-Schulze rule. The rule states that the coagulating power of an ion is directly proportional to the fourth power of its valency.
For a negatively charged colloidal solution, positive ions (cations) cause coagulation. The higher the positive charge on the cation, the greater its coagulating power. For example, the coagulating power of cations follows the order:
\(Al^{3+} > Mg^{2+} > Na^{+}\)
Similarly, for a positively charged colloidal solution, negative ions (anions) cause coagulation. The higher the negative charge on the anion, the greater its coagulating power. For example, the coagulating power of anions follows the order:
\([Fe(CN)_6]^{4-} > SO_4^{2-} > Cl^{-}\)
The Hardy-Schulze rule highlights the critical role of the magnitude of charge.
While the charge magnitude is the dominant factor, the size of the ion, especially its hydrated size, also plays a role. In aqueous solutions, ions are surrounded by water molecules, forming a hydration shell. The size of this hydrated ion can influence how effectively it can approach the charged surface of the colloidal particle and neutralize its charge.
Therefore, both the inherent magnitude of the charge on the ion and its effective size (influenced by hydration) contribute to its overall coagulating power. The question asks what the coagulating power depends on. Based on chemical principles, while the charge is paramount (Hardy-Schulze rule), the physical size and hydration state of the ion also influence its interaction with the colloid surface and thus its effectiveness in causing coagulation.
Considering the influence of the magnitude of charge as per the Hardy-Schulze rule and the additional impact of the ion's size and hydration on its ability to interact with the colloidal particle, the coagulating power of an ion for a colloidal solution depends on both factors.
Let's review the options:
Therefore, the coagulating power depends on both the magnitude of charge and the size of the ion (which is related to its hydrated form and ability to approach the particle).
| Factor | Influence on Coagulating Power | Relevant Concept |
|---|---|---|
| Magnitude of Charge | Higher charge on the oppositely charged ion leads to significantly higher coagulating power. | Hardy-Schulze Rule (\( \text{Coagulating Power} \propto (\text{Valency})^4 \)) |
| Size and Hydration | Affects the effective size of the ion and its ability to approach and neutralize the colloidal particle's charge. Influence is secondary compared to charge magnitude but still relevant. | Ionic hydration, charge density, electrical double layer interaction. |
| Concept | Description | Key Takeaway |
|---|---|---|
| Coagulation | Process of aggregating colloidal particles to settle down. | Neutralizes charge, reduces repulsion. |
| Coagulating Power | Ability of an ion to cause coagulation. | Depends on interaction with colloidal particle charge. |
| Hardy-Schulze Rule | Coagulating power is proportional to the fourth power of ion valency (opposite charge to colloid). | Magnitude of charge is the primary factor. |
| Ion Size/Hydration | Affects effective size and interaction with colloid surface. | Secondary factor, works alongside charge. |
Colloids are classified based on the nature of interaction between the dispersed phase and the dispersion medium. Lyophobic colloids (solvent-hating) are less stable and easily coagulate with small amounts of electrolyte. Their stability is mainly due to the presence of charge on the particles. Lyophilic colloids (solvent-loving) are more stable due to both charge and solvation (hydration) layers. Coagulation of lyophilic colloids requires higher concentrations of electrolyte and sometimes addition of another solvent.
The mechanism of coagulation by electrolytes involves the attraction of oppositely charged ions from the electrolyte to the surface of the colloidal particles. These ions accumulate in the diffuse layer of the electrical double layer, reducing the potential difference (zeta potential) between the surface and the bulk solution. When the zeta potential is reduced below a critical value, the repulsive forces become insufficient to prevent aggregation due to van der Waals forces, leading to coagulation.
The size and hydration of the ion can affect how efficiently it can reduce the zeta potential and interact with the charged layer of the colloid, thus influencing the coagulation process.
When dilute aqueous solution of KI (excess) is added to AgNO₃ solution, the charge on the AgI colloidal particles formed will be:
Match List-I with List-II:
| List-I | List-II |
|---|---|
| (A) Antifreeze used in car engine | (I) Phenol |
| (B) Starting material for picric acid | (II) Glycerol |
| (C) Wood spirit | (III) Ethylene glycol |
| (D) By product of soap industry used in cosmetics | (IV) Methanol |
Choose the correct answer from the options given below:
Which statement is not true for a detergent molecule?
The permanent bleaching effect is caused by:
Which of the following statements is not applicable to chemisorption?
(A) It is independent of temperature
(B) It is highly specific
(C) It is slow
(D) It is irreversible
Choose the correct answer from the options given below: