Crystallography Flashcards

1
Q

What is a lattice

A

A lattice is a series of points that are arranged in a distinct pattern. A crystal lattice structure is similar to a lattice, but instead of points, it is composed of a series of atoms.

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2
Q

Unit cell

A

The smallest unit that describes the symmetry and distribution of the lattice

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3
Q

Motif

A

Atomic arrangement in each unit cell

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4
Q

Structure

A

Lattice + Motif

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5
Q

5 2D Lattice types

A
Primitive Square Lattice
Regular Primitive Lattice
Oblique Primitive Lattice
Rectangular Centered Lattice
Hexagonal Primitive Lattice
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6
Q

Glide plane

A

Mirror + Translation

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7
Q

4 types of Rotational symmetry

A

2 fold/Diad
3 fold/Triad
4 fold/Tetrad
6 fold/Hexad

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8
Q

3 rules of a unit cell

A

Same symmetry
Edges coincide
Smallest that corresponds

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9
Q

7 Crystal Systems + Angle + Faces

A
Cubic a=b=c / a1=a2=a3  α=β=γ=90°    
Tetragonal a=b≠c / a1=a2≠c  α=β=γ=90°
Orthorhombic a≠b≠c α=β=γ=90°
Monoclinic  a≠b≠c α=γ=90°  β≠90°
Triclinic  a≠b≠c α≠β≠γ≠90°
Triagonal  a1=a2=a3≠c α=β=90° γ=120°
Hexagonal a1=a2=a3≠c α=β=90° γ=120°
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10
Q

14 Bravais Lattices

A

Cubic-> Primitive, Body Centered (bcc), Face Centered (fcc)
Tetragonal-> Primitive, Body Centered
Orthorhombic-> Primitive, Body-Centered, Face Centered, ‘c’ Centered
Monoclinic-> Primitive, ‘c’ Centered
Triclinic-> Primitive
Triagonal-> Primitive
Hexagonal-> Primitive

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11
Q

3 Types of Crystal Symmetry

A

Planar/Mirror-> Each side of the plane is a mirror of the other
Axial/Rotational -> the Same position reached how many times in the rotation of the axis
Centers of Symmetry -> Same faces on opposite sides

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12
Q

Miller Indicies

A

The system of crystallographic indexing for crystal faces. If it never crosses an axis the value is 0, if it crosses at the full length it is 1 and if it crosses at half it is 2 and so on. If it is negative then there is a bar over it. It is given in the format (hkl) or (hkil).

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