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MTL200 Note 2 Study set | Questions & Answers (100 %Score) Latest Updated 2024/2025 Comprehensive Questions A+ Graded Answers | With Expert Solutions $13.48   Add to cart

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MTL200 Note 2 Study set | Questions & Answers (100 %Score) Latest Updated 2024/2025 Comprehensive Questions A+ Graded Answers | With Expert Solutions

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  • MTL 200
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  • MTL 200

MTL200 Note 2 Study set | Questions & Answers (100 %Score) Latest Updated 2024/2025 Comprehensive Questions A+ Graded Answers | With Expert Solutions

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  • August 4, 2024
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  • 2024/2025
  • Exam (elaborations)
  • Questions & answers
  • MTL 200
  • MTL 200
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MTL200 Note 2 Study set | Questions & Answers (100 %Score) Latest Updated 2024/2025
Comprehensive Questions A+ Graded Answers | With Expert Solutions

Crystalline Solids - Atoms or ions of a solid arranged in a pattern repeating itself in three dimensions,
they have a crystal structure referred to as a crystalline solid.



ex. Metal, alloys, ceramics



Unit Cell -



Lattice Parameter -



Coordinate Number - The number of atoms that are connected to the central atom in to neighbor unit
cell.



Density - p = (n * A) / (V_c * N_a)



Atomic Packing Factor (APF) - Is the fraction of space occupied by atoms.



Simple Cubic Structure:



[Example], APF=?, CN=?, a=? - [Example], APF=?, CN=?, a=?



Face Centered Cubic (FCC):



[Example], APF=?, CN=?, a=? - [Copper, Aluminum, Gold, Silver], APF=0.74, CN=12, a=2R√2



https://youtu.be/GSPVC34ijIA



Body Centered Cubic (BCC):

, [Example], APF=?, CN=?, a=? - [Chromium, Iron, Tungsten], APF=0.68, CN=8, a=4R/√3



https://youtu.be/_9RnbGqtkd4



Hexagonal Close-Packed (HCP):



[Example], APF=?, CN=?, a=? - [Magnesium, Cadmium, Zinc], APF=0.74, CN=12, a=6√3r2



https://youtu.be/_OhQv5gsoSQ



SOLVE THE FOLLOWING PROBLEM:



a) Calculate the volume of a unit cell V_c of copper with FCC crystal structure



b) Show that the atomic packing factor for FCC crystal structure of Copper is APF=0.74



c) Copper has an atomic radius of 0.128nm and an atomic weight of 63.5 g/mol. Compute its density
(8.94 g/cm^3) and compare the answer with its measure density. -



Directions in Cubic Unit Cells -



Indices of a Family -



Directions in cubic unit cells -



Miller indices for crystallographic planes in cubic unit cells -



How is a Planes of family shown? - {hkl}

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