40 Pages

Ch8

Course: PSY 200, Spring 2008
School: N.C. State
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8: Chapter Solid Materials Types of solids C C H2O SiO2 Ca(CO3) Cu Liquid Crystals Structure of solids crystalline Long range order X O X O O X O X X O X O O X O X X O X O O X O X X O X O O X O X amorphous Local order X O X X O X O X O X X X X X O O X O O X O X O X X O X X O X O O Crystal lattice: pattern of the ordered array Unit cell: simplest portion that shows the pattern Section 8.0 There are seven...

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8: Chapter Solid Materials Types of solids C C H2O SiO2 Ca(CO3) Cu Liquid Crystals Structure of solids crystalline Long range order X O X O O X O X X O X O O X O X X O X O O X O X X O X O O X O X amorphous Local order X O X X O X O X O X X X X X O O X O O X O X O X X O X X O X O O Crystal lattice: pattern of the ordered array Unit cell: simplest portion that shows the pattern Section 8.0 There are seven different types of unit cells X-Ray Diffraction Structure of solids Unit cell: simplest portion that shows the pattern (repeat unit) Cubic unit cells sc simple cubic bcc lattice sites fcc Body-centered corners Face-centered cubic cubic lattice sites lattice sites corners & center corners & faces Section 8.1 simple cubic (primitive) lattice sites: corners Packing Efficiency = 52 % Very light material. Not dense. Example: Polonium Coordination Number = 6 Atoms/cell = 8 corner atoms x 1/8 ownership Atoms/cell = 1 Atom Section 8.1-8.5 Body-centered cubic lattice sites : Corners & Center Packing Efficiency = 68 % More dense than SCC Example: iron Coordination Number = 8 Atoms/cell = 8 corner atoms x 1/8 ownership + 1 central atom at full ownership Atoms/cell = 2 Atoms Section 8.1-8.5 Face-centered cubic lattice sites:Corners & Faces Packing Efficiency = 74 % Most Dense cubic cell Example: iron in stainless steel Coordination Number = 12 Atoms/cell = 8 corner atoms x 1/8 ownership + 6 face atoms x 1/2 ownership Atoms/cell = 4 Atoms Section 8.1-8.5 Unit Cell Ownership of Atoms A cube has 1 center It takes 1 cube to "contain" a center atom 1 center atom at full ownership = 1 atom Section 8.3 Unit Cell Ownership of Atoms A cube has 6 faces It takes 2 cubes to "contain" a face atom 6 face atoms at 1/2 ownership = 3 atoms Section 8.3 Unit Cell Ownership of Atoms A cube has 12 edges It takes 4 cubes to "contain" an edge atom 12 edge atoms at 1/4 ownership = 3 atoms Section 8.3 Unit Cell Ownership of Atoms A cube has 8 corners It takes 8 cubes to "contain" a corner atom 8 corner atoms at 1/8 ownership = 1 atom Section 8.3 Coordination Number Coordination Number (CN)- the number of atoms that surround an atom in a crystal lattice. Simple Cubic (sc) Body Centered Cubic (bcc) Face Centered Cubic (fcc) CN = 6 CN = 8 CN = 12 CN packing efficiency Section 8.4 Types of Solids metallic M lo-hi MP ionic M-NM or PA hi MP network covalent near metalloid hi MP molecular NM-NM lo MP Molecular Forces (dispersion, dipole, H-bonding) are still weak compared to ionic and network covalent forces Summary Bonding in C6H8 H H C H H C H C C C C H H H Section 6.8 5 nodes 4 nodes 3 nodes 6 5 4 E 2 nodes 1 node MO theory Section 6.5 3 2 1 0 nodes Metallic Solids Band Theory Solids: E E E E E 1 AO Section 8.6 2 AO 4 AO 8 AO 16 AO Avogadro's # AO Metallic Solids: Band Theory conduction band E Fermi level Valence band Metal E=0 Fermi level E Band gap E Metallic conductor Section 8.6 semiconductor insulator Interparticle Forces and Metallic Solids Metallic substances: what holds them together? Coulombic force of attraction between oppositely charged entities. cations & sea of VE Interparticular force: Metallic bonds Melting point: lo - hi Section 8.6 Interparticle Forces and Ionic Solids Ionic substances: what holds them together? Coulombic force of attraction between cations & anions oppositely charged entities. Interparticle force Ionic bond Melting point: High Section 8.7 NaCl CsCl 1 Unit Cell 8 Unit Cells Coulomb's Law of Force kq1q2 F= r2 How can the force become stronger? (Either more attractive or more repulsive) Larger numerator: Larger charge Smaller denominator: Closer distance Less shielding (vacuum shields less than water) The bottom line: atoms stick tightly when they have charge large and are close together Section 1.7 Network Covalent Solids SiO2 ER = 3*8 = 24 e-s VE = 4 + 6 + 6 = 16 e-s 8 e-s / 2 = 4 bonds 8 e-s / 2 = 4 lone pairs Si O O 4 bonds 16 e-s 4 lone pairs SiO2 O Section 8.8 CO2 O Huh? O C Gas O Si Sand Network Covalent Solids SiO2 Sand, Quartz C Diamond, Graphite, Fullerenes, Nanotube ZnS Zinc Blende Si, Ge, GaP, BAs, InP - Semiconductors How can you tell? They are near the metalloids (B,Si,Ge,As,Sb,Te,At). Mostly, you just have to memorize. Section 8.8 Interparticle Forces and Network Covalent Solids Network Covalent: what holds them together? Coulombic force of attraction between nuclei & shared e-s oppositely charged entities. Interparticle force Covalent bond Melting point: High Section 8.8 The Many Network Covalent Solids Of Carbon graphite: A lubricant Graphite Section 8.8 The Many Network Covalent Solids Of Carbon Buckyball or C60: No commercial uses (so far) Section 8.8 The Many Network Covalent Solids Of Carbon Nanotube: Way Cool. Can act as a conduct or semiconductor. Used to build small wires, diodes and transistors. Building part for tiny machines: nanotech Section 8.8 The Many Network Covalent Solids Of Carbon Diamond: An expensive gift & the hardest substance known 3-D Models: http://jas.eng.buffalo.edu/education/solid/unitCell/home.html Section 8.8 Zinc Blende or ZnS Good semiconductor, along with GaAs and InP, which have the same structure Section 8.6 -cristobalite High temperature SiO2 Si O Section 8.8 Aluminosilicates or Zeolites Composed of AlO4 and SiO4 units Uses: 1) to exchange Ca2+ and Mg2+ for Na1+, producing "soft" water (ion exchange) 2) catalyst (lots of O - sites) 3) molecular sieves (a way to trap small molecules like water or gas) Section 8.8 Clays Composed of AlO6 and SiO4 units Uses: can be shaped and fired to form porcelin Section 8.8 Interparticle Forces and Molecular Solids + dipole temporary permanent dispersion forces dipole-dipole forces All molecules Non-polar or polar Polar molecules Hydrogen bonding N-H, O-H, F-H Section 7.2 Molecular Solids H H H H H H H H H O Ice H Naphthalene I H2 C C H2 H2 C C H2 H2 C Stearic Acid I C H2 H2 C Iodine H3C H2 C C H2 H2 C C H2 C H2 H2 C C H2 H2 C OH C H2 O Which substance has the higher MP? a ionic KCl or C6H12O6 (glucose) molecular b network C (diamond) or CO2 molecular c ionic AlN or CaS ionic Chlorine--gas at 1 atm/25oC dmolecular Cl2 or I2 molecular Iodine--solid at 1 atm/25oC Determine the type of compounds Ionic ~ network > molecular If both are ionic, larger charges > smaller charges If both are molecular, H-bonding > dipolar > DISPERSION > dispersion Summary Which one has the higher melting point: (A) (NH4)2S or (B) MgS? Which one has a higher boiling point: (A) SiO2 or (B) SO2 ? Which one has a higher melting point: (A) NH4Cl or (B) NCl3 ? Which one has a higher melting point: (A) CH3CH2CH2NH2 or (B) N(CH3)3 ? Solid types summary Type Metallic Particles atoms (metals) Forces MP range Examples Na, Cu, Ag, Fe NaCl, NH4Cl, MgO C, ZnS, SiO2, Si, Ge metallic bonds variable Ionic ions (M-NM) ionic bonds 6002000 oC 6002000 oC Network covalent atoms (non-metals and metalloids) covalent bonds Molecular molecules (covalent compounds) intermolecular -260 (disp, D-D, H290 oC bond) H2O, sugar, naphthalene, stearic acid Liquid crystals displays -Each pixel of an LCD consists of a layer of perpendicular molecules aligned between two electrodes, and two polarizing filters. -By controlling the voltage applied across the liquid crystal layer in each pixel, light can be allowed to pass through in varying amounts, correspondingly illuminating the pixel. Cd2+ I1(in center of cell) What is the ionic formula for this compound? A) CdI2 B) Cd8I B) Cd4I2 D) Cd8I2
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