Summary: Cases For Construction Materials And Sustainability

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  • 2 crystal structures

  • 2.1.1 amorphous

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  • how is an amorphous solid created?

    when materials cool down rapidly from a molten state, atoms may not find enough time to position themselves in a regular array and create an amorphous solid
  • 2.1.2.1 single and polycrystalline solids

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  • wat is een polycrystalline solid?

    crystalline solids die resulteren uit accumulatie van meerder crystals
  • 2.2 metallic crystal structures

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  •  what is a nondirectional bond?

    they can be formed in all directions unlike covalent bonds
  • 2.2.1 coordination number and atomic packing

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  • formula for density in crystal


     
    •   P is the theoretical density of the material
    • n is the number of atoms inside the unit cell
    • A is the atomic mass
    • Vc is the volume of the unit cell
    • Na is the Avogadro's constant
  • 2.3.1 the six crystal families

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  • possible three dimensional unit cells

    cubic, tetragonal, orthorhombic, hexagonal (trigonal and rhomboherdral), monoclinic and triclinic
  • 2.3.2 crystallographic directions and planes

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  • methodology for determining the Miller indices

    1. choose your origin nearest to the plane
    2. make sure that the plane is not passing through the origin. If it passes, use a parallel plane that is one lattice constant further
    3. find the values where the plane intersects x, y and z axes
    4. take the reciprocals of the intersecting values
    5. if necessary, multiply or divide the values with a common factor to bring them to the smallest integers possible
    6. present the Miller indices between parentheses, without using comma or semicolon between the numbers
  • 2.3.3 linear and planar atomic density

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  • two density parameters

    linear atomic density, planar atomic density
  • 2.4 crystal imperfections

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  • classify crystal imperfections based on their dimensions

    • 0-dimensional: point defects
    • 1-D: line defects
    • 2-D: surfaces and grain boundaries
  • 3 mechanical properties of materials

  • 3.2.4 stress-strain curves

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  • difference true stress-strain curve and engineering stress-strain curves

    stress is calculated by dividing the applied force by the Original area of the test specimen
  • some linear elastic materials and some non-linear elastic materials

    linear=structural steel, glass, carbon fiber, aluminum alloy, polystyrene
    nonlinear=concrete, cast iron, rubber, natural rocks, PVC

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