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🧪 Chemistry  ·  Solid State  ·  NEET & JEE

The total number of three-dimensional Bravais lattices possible is:

Answer: 14.

  • A 14
  • B 7
  • C 32
  • D 230

Correct answer: A. 14

Explanation: Crystals are grouped into 7 crystal systems, which give rise to a total of 14 distinct Bravais (space) lattices.

Cubic Unit Cells: Atom PositionsSimple CubicCN=6, 52.4% packedBody-Centred (BCC)CN=8, 68% packedFace-Centred (FCC)CN=12, 74% packed (densest)Corner atoms (shared by 8 cells) shown lighter; body/face-centre atoms shown solid

The three cubic unit cells: Simple Cubic has atoms only at corners; Body-Centred adds one atom at the centre; Face-Centred adds one atom at the centre of each of the 6 faces, giving the highest packing efficiency.

Concept context

Explore the ordered world of crystalline solids: unit cells, packing, defects, and how structure determines electrical and magnetic properties.

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