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cation

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arrange occupied sites in a regular manner like zinc blende to keep cations far apart ... Recall: zinc blende. both species tetrahedral. ZnS: 2 -2. GaAs: 3 -3 ... – PowerPoint PPT presentation

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Title: cation


1
Ionic Compounds
anion
cation
Ceramics
2
More Complex Structures
  • Multiple cations
  • Perovskite ABO3
  • Capacitors
  • Spinel AB2O4
  • Magnetic properties
  • Covalency
  • Zinc blende
  • Semiconductors
  • Diamond
  • Semiconductors
  • Silicates
  • Minerals

?
RB lt RA RO
3
Spinel
  • Spinel AB2O4 B ? boron
  • A2(B3)2O4 MgAl2O4
  • Occurs when RA RB lt RO
  • CCP array of oxygen anions
  • To attain stoichiometry, fill 3 cation sites per
    4 anions (¾ 1)
  • All octahedral 1 1
  • 1/2 tetrahedral 1 1
  • arrange occupied sites in a regular manner like
    zinc blende to keep cations far apart
  • unit cell is 8x regular CCP unit cell
  • A ? B site occupancy ? magnetic properties

1/2 octahedral 1/8 tetrahedral
1/2 cation 1 anion
1/4 cation 1 anion
normal B in oct, A in tet
inverse A B in oct, B in tet
4
Magnetism in Spinel
  • unpaired electron spin
  • atoms in B-site add
  • atoms in A-site subtract
  • tune A and B-site occupancy to tune magnetic
    behavior
  • (details given in lecture)

5
Covalent Compounds
sp3
s2p2
s2p4
s2p1
s2p3
s2
semi-conductors
6
Covalent Structures
? both species tetrahedral
Recall zinc blende
ZnS 2 -2 GaAs 3 -3
single element C or Si or Sn
or sp3
4
4
diamond
How many lattice points per unit cell?
7
Brief Review
  • Metals
  • Close-packed structures (CN 12)
  • Cubic close-packed, hexagonal close-packed
  • Subtle reasons for selecting one over the other
  • Slightly less close-packed
  • Body centered cubic (CN 8)
  • Influence of covalency
  • Ionic structures
  • Close-packed with constraints
  • Covalent structures
  • Not close-packed, bonding is directional
  • Any can be strongly or weakly bonded (Tm)

8
Diamond vs. CCP
8 atoms/cell, CN 4
4 atoms/cell, CN 12
½ tetrahedral sites filled
9
Computing density
  • Establish unit cell contents
  • Compute unit cell mass
  • Compute unit cell volume
  • Unit cell constant, a, given (or a and c, etc.)
  • Or estimate based on atomic/ionic radii
  • Compute mass/volume, g/cc
  • Example NaCl
  • Contents 4 Na 4 Cl
  • Mass 4(atom mass Na atomic mass Cl)/No
  • Vol a3
  • Units

10
Single Crystal vs. Polycrystalline
Rb3H(SO4)2
Ba(Zr,Y)O3-d
Regions of uninterrupted periodicity amalgamated
into a larger compact
Periodicity extends uninterrupted throughout
entirety of the sample External habit often
reflects internal symmetry
grains delineated by grain boundaries
11
Polycrystallinity
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