Solids crystalline well defined structures quartz amorphous no

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Solids crystalline well defined structures quartz amorphous no orderly structure glass Si. O 2

Solids crystalline well defined structures quartz amorphous no orderly structure glass Si. O 2 crystal lattice system of points describes arrangement of particles

unit cell repeating structural unit 7 unit cells simple cubic formed from packing spheres

unit cell repeating structural unit 7 unit cells simple cubic formed from packing spheres lattice

crystalline solids unit cells hexagonal closest packing cubic packing in 3 dimensions simple cubic

crystalline solids unit cells hexagonal closest packing cubic packing in 3 dimensions simple cubic “aaa” layers body centered cubic hexagonal closest pack “abab” layers cubic closest pack “abca” layers

Three-Dimensional Cubic Lattices Simple cubic aaa 1/8 x 8 =1 particle coordination number =

Three-Dimensional Cubic Lattices Simple cubic aaa 1/8 x 8 =1 particle coordination number = 6 Body-centered cubic abab (1/8 x 8 ) + 1 = 2 particles coordination number = 8 Face-centered cubic closest pack abcabc (1/8 x 8 ) + (1/2 x 6 ) = 4 particles coordination number = 12

Calculation of atomic radii r+ 2 r+ r Cu faced-centered cubic density = 8.

Calculation of atomic radii r+ 2 r+ r Cu faced-centered cubic density = 8. 92 g/cm 3 mass = 63. 546 g/mol 63. 546 g cm 3 4 atoms 1 mol unit cell 6. 022 x 1023 atoms mol 8. 92 g (4. 732 x 10 -23 cm 3 1/3 / unit cell ) = 3. 617 x 10 -8 cm lattice parameter, a (3. 617 x 10 -8)2 + (3. 617 x 10 -8)2 = (4 r)2 r = 1. 279 x 10 -8 cm 1 x 10 -2 m 1 pm = 127 pm 1 x 10 -12 m 1 cm

X-Ray Diffraction by Crystals diffraction interference between waves caused by object in their path

X-Ray Diffraction by Crystals diffraction interference between waves caused by object in their path constructive or destructive Bragg Equation n = 2 d sin d

Types of Crystalline Solids Covalent atoms in lattice Ionic ions in lattice Molecular molecules

Types of Crystalline Solids Covalent atoms in lattice Ionic ions in lattice Molecular molecules in lattice m. p. depends on bonding forces ionic covalent Cdiamond 3550 o. C Na. Cl H-bonding 800 OC H 2 O 0 o. C

Covalent solids atoms in lattice carbon sp 3 diamond sp 2 graphite buckminsterfullerene hardest

Covalent solids atoms in lattice carbon sp 3 diamond sp 2 graphite buckminsterfullerene hardest material known conduct electricity - edoesn’t conduct electricity

Covalent solids atoms in lattice metals every lattice point - atom of 1 metal

Covalent solids atoms in lattice metals every lattice point - atom of 1 metal body-centered cubic face-centered cubic melting point hexagonal close packed Na 97 o. C share valence e- e- “sea” Cr 1890 o. C good conductors brass steel substitutional alloy interstitial alloy

Ionic Solids composed of charged species – unit cell neutral each unit cell -

Ionic Solids composed of charged species – unit cell neutral each unit cell - stoichiometry of compound anions and cations different in size anions at lattice points cations in “holes” Na. Cl face-centered cubic Cs. Cl simple cubic too small trigonal hole r = 0. 225 R tetrahedral hole r = 0. 414 R octahedral hole

Molecular Solids molecules in lattice hemoglobin 1962 reaction center 1988 Perutz and Kendrew Deisenhofer,

Molecular Solids molecules in lattice hemoglobin 1962 reaction center 1988 Perutz and Kendrew Deisenhofer, Huber and Michel