Podcast
Questions and Answers
How many tetrahedral voids are there in one unit cell of ccp or fcc structure?
How many tetrahedral voids are there in one unit cell of ccp or fcc structure?
8
How many atoms are there in one unit cell of ccp structure?
How many atoms are there in one unit cell of ccp structure?
4
Where is the octahedral void located in a ccp or fcc unit cell?
Where is the octahedral void located in a ccp or fcc unit cell?
At the body centre and at the centre of each of the 12 edges
How many octahedral voids are present in one unit cell of ccp or fcc structure?
How many octahedral voids are present in one unit cell of ccp or fcc structure?
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What geometric shape is formed when the face centres of the cube are joined in a ccp or fcc structure?
What geometric shape is formed when the face centres of the cube are joined in a ccp or fcc structure?
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Study Notes
Tetrahedral Voids
- Close-packed structures, such as CCP (cubic close-packed) or FCC (face-centered cubic), contain tetrahedral and octahedral voids.
- In a unit cell of a CCP/FCC lattice, it is divided into eight smaller cubes.
- Each small cube has atoms positioned at alternate corners, totaling 4 atoms per cube.
- The arrangement of these atoms forms a regular tetrahedron.
- Each small cube contains one tetrahedral void, resulting in eight tetrahedral voids in the entire unit cell.
- The CCP structure has a total of 4 atoms per unit cell, leading to tetrahedral voids being twice the number of atoms, equaling eight tetrahedral voids.
Octahedral Voids
- In the same unit cell of a CCP/FCC lattice, the body center remains unoccupied while being surrounded by six atoms located at the face centers.
- Joins of these face centers create an octahedron, designating one octahedral void at the body center.
- Additional octahedral voids exist at the center of each of the 12 edges of the cube.
- These edge-centered octahedral voids are surrounded by a total of six atoms: four from the same unit cell and two from adjacent unit cells.
- Each edge of the cube shares its octahedral void with four neighboring unit cells, meaning only one-fourth of each edge-centered void is attributed to any given unit cell.
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Description
Explore the fascinating world of close-packed structures in this quiz focusing on locating tetrahedral and octahedral voids. Learn how a ccp or fcc structure is organized and the significance of these voids within the unit cell. Test your knowledge of unit cells and their configurations.