In the closest packing of identical atoms A (with radius ), what is the maximum radius of atom B () — Solid State Chemistry Question
Question
In the closest packing of identical atoms A (with radius $r_a$), what is the maximum radius of atom B ($r_b$) that can exactly fit into a tetrahedral void without disturbing the host lattice?
Answer: B
💡 Solution & Explanation
The limiting radius ratio ($\frac{r_{\text{void}}}{R_{\text{sphere}}}$) for a tetrahedral void is geometrically calculated as $0.225$. Therefore, the radius of the largest atom B that can fit into a tetrahedral void is $r_b = 0.225 r_a$.
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