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MTL 200 Mostly Tested Questions and Correct Answers (100% Pass)

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  • MTL 200
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  • MTL 200

Crystalline Material Atoms arranged in a repeating pattern over large distances. Lattice Three-dimensional array of points coinciding with atom positions. Unit Cell Smallest repeating unit of a lattice, basic building block. Polymorphism Presence of multiple crystal structures in a chemi...

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  • November 19, 2024
  • 18
  • 2024/2025
  • Exam (elaborations)
  • Questions & answers
  • MTL 200
  • MTL 200
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1|Page | © copyright 2024/2025 | Grade A+




MTL 200 Mostly Tested Questions
and Correct Answers (100% Pass)
Crystalline Material


✓ Atoms arranged in a repeating pattern over large distances.




Lattice


✓ Three-dimensional array of points coinciding with atom positions.




Unit Cell


✓ Smallest repeating unit of a lattice, basic building block.




Polymorphism


✓ Presence of multiple crystal structures in a chemical compound.




Allotropy


✓ Presence of multiple crystal structures in a chemical element.




Crystallographic Directions


✓ Vectors indicating directions in a crystal structure.



Master01 | November, 2024/2025 | Latest update

, 1|Page | © copyright 2024/2025 | Grade A+

Crystallographic Planes


✓ Planes defined within a crystal structure.




Linear Density


✓ Density of atoms along a specific direction in a crystal.




Planar Density


✓ Density of atoms within a specific crystal plane.




Close-Packed Crystal Structures


✓ HCP: ABABAB stacking, FCC: ABCABC stacking.




Single Crystal


✓ Periodic atom arrangement without grain boundaries.




Polycrystalline


✓ Multiple crystals with varying orientations.




Grain Boundary




Master01 | November, 2024/2025 | Latest update

, 1|Page | © copyright 2024/2025 | Grade A+

✓ Boundary where atomic alignment differs in polycrystalline materials.




Anisotropy


✓ Directional property variation in materials.




Isotropy


✓ Uniform property distribution in all directions.




X-ray Diffraction


✓ Analyzing crystal structures using x-ray patterns, following Bragg's Law.




Bragg's Law


✓ Relates x-ray diffraction angles to crystal lattice spacing.




Crystalline defect


✓ Lattice irregularities in solids




Vacancies


✓ Empty atom sites in a crystal lattice




Master01 | November, 2024/2025 | Latest update

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