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Important Questions on Solid State

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What is the total volume of atoms present in a face-centre cubic unit cell of a metal (r is the atomic radius)?

If the answer is of type a×πr3, report the value of a in the simplest fraction.

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The effective number of facial atoms in a fcc unit cell is
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In metallic solids, the number of atoms for the face centred and the body-centred cubic unit cells are, respectively.
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In a cubic close packed structure, the fractional contributions of an atom at the corner and at the face in the unit cell are, respectively:
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A compound contains two types of atoms X and Y. Its crystal structure is a cubic lattice with X atoms at the corner of the unit cells and Y atoms at the body centres. The simplest formula is
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The crystals are bounded by plane faces (f), straight edges (e), and interfacial angle (c). The relationship between these is
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A crystal is a repetition of a pattern called
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In a simple cubic cell, an atom at the corner contributes to the unit cell