\[{{A}^{+}}\] | \[{{B}^{-}}\] | \[{{A}^{+}}\] | \[\square \] | \[{{A}^{+}}\] | \[{{B}^{-}}\] |
\[{{B}^{-}}\] | \[\square \] | \[{{B}^{-}}\] | \[{{A}^{+}}\] | \[\square \] | \[{{A}^{+}}\] |
\[{{A}^{+}}\] | \[{{B}^{-}}\] | \[\square \] | \[{{B}^{-}}\] | \[{{A}^{+}}\] | \[{{B}^{-}}\] |
A) Schottky defect
B) Frenkel defect
C) Interstitial defect
D) Both Frenkel and Schottky defect
Correct Answer: A
Solution :
[a] In the given diagram, equal number of cations and anions are missing from the lattice. Hence, it is Schottky defect.You need to login to perform this action.
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