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Select the correct statements : CaCl(2) ...

Select the correct statements : `CaCl_(2)` doped with NaCl solid solution results in

A

substitutional cation vacancy

B

Frenkel's defect

C

Schottky defect

D

decrease of density

Text Solution

AI Generated Solution

The correct Answer is:
To solve the question regarding the solid solution of CaCl₂ doped with NaCl, we will analyze the situation step by step. ### Step 1: Understand the composition of CaCl₂ and NaCl CaCl₂ consists of calcium ions (Ca²⁺) and chloride ions (Cl⁻). The formula indicates that for every calcium ion, there are two chloride ions. NaCl consists of sodium ions (Na⁺) and chloride ions (Cl⁻), with one sodium ion for each chloride ion. ### Step 2: Analyze the doping process When NaCl is doped into CaCl₂, Na⁺ ions will replace Ca²⁺ ions in the crystal lattice. Given that Ca²⁺ has a +2 charge and Na⁺ has a +1 charge, one Ca²⁺ ion can be replaced by two Na⁺ ions to maintain charge neutrality. ### Step 3: Determine the effect on the crystal lattice The replacement of one Ca²⁺ ion by two Na⁺ ions creates a vacancy in the lattice because the charge balance is disrupted. This results in a deficiency of cations in the crystal structure. ### Step 4: Identify the type of defect The loss of one cation (Ca²⁺) leads to a decrease in density, which indicates a defect in the crystal structure. This situation is characteristic of a Schottky defect, where both cations and anions are missing from the lattice. However, since only cations (Ca²⁺) are being replaced by Na⁺ ions, it does not fully satisfy the criteria for a Schottky defect. ### Step 5: Conclusion The correct statements regarding the solid solution of CaCl₂ doped with NaCl are: - The density of the solid solution decreases due to the loss of cations. - The defect created is not a Frankel defect, as that involves smaller cations occupying interstitial sites, which is not the case here. ### Final Answer The correct options are: - A: The density decreases due to the loss of cations. - D: The defect is not a Frankel defect.
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