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How do the spacings of the threee planes `100`, `110`, and `111` of cube lattice vary? |
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Answer» Applying the formula `d_(hkl) = (a)/(sqrt((h^(2) + k^(2) + l^(2)))` `d_(100) = (a)/(sqrt((1^(2) + 0^(2) + 0^(2))))= a` `d_(110) = (a)/(sqrt((1^(2) + 1^(2) + 0^(2))))= (a)/(sqrt2)` `d_(111) = (a)/(sqrt(1^(2) + 1^(2) + 1^(2)) )= (a)/(sqrt3)` Thus, `d_(100) : d_(110) : d_(111) : = 1 : (1)/(sqrt2) : (1)/(sqrt3) = 1 : 0.707 : 0.577` |
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