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Crystal Lattice Lab
Crystal Structure
Display
Properties
Atoms/Cell
4
Coord. №
12
Packing Efficiency
74.0%
Bragg Diffraction
nλ = 2d·sin(θ)
Peak 12θ = 90.0°
Peak 22θ = 180.0°
Peak 32θ = 180.0°
Peak 42θ = 180.0°
Crystal Lattice Simulator – Unit Cells & Packing Online
Crystal lattices are ordered, repeating three-dimensional arrangements of atoms or ions that determine macroscopic properties of solids. This simulation lets you rotate and dissect unit cells for cubic, hexagonal, and ionic structures, calculate packing efficiency, and connect lattice geometry to physical properties like hardness and melting point.
What you can do in this simulation
- Rotate 3D unit cells for FCC, BCC, simple cubic, hexagonal, and ionic (NaCl, CsCl) structures
- Calculate packing efficiency by counting atoms per unit cell and comparing to total volume
- Identify coordination numbers for each atom in ionic and metallic structures
- Expand one unit cell to a 3×3×3 supercell to visualize the extended lattice
- Compare lattice energies across ionic compounds and relate them to melting points
Concepts covered
unit cell · packing efficiency · coordination number · Bravais lattice · ionic lattice energy · crystal systems
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