CHEM 1312H 1nd EditionExam # 1 Study Guide Lectures: 1 - 8Lectures 1 and 2 (1/5 and 1/7)- there exists intermolecular forces between gases, liquids, and solidso ionic forces (ion – ion): Coloumb’s Law states that there is an attraction proportional to the product of the distance between the centers of the two atomso intermolecular (no charges): a) Dipole – Dipole (dip-dip): between polar covalent molecules, or molecules that have a permanent dipole moment b) Hydrogen Bonding (special type of dip-dip): molecules contain one of the highly electronegative atoms Fluorine, Oxygen, or Nitrogen (FON) c) London Dispersion Forces (LDFs): attractions between atoms or uncharged, non-polar molecules such as CH4- the farther you move down a period, the bigger the electron clouds get increased polarizability (the squishability of the electron cloud) easier for LDFs to act because dipole moments come about easier when electrons are easier to snatch away - heavier molecules (increased molecular weight) = more LDFs- always present as a forceo intramolecular forces are generally stronger; these forces include ionic, covalent,and metallic forces (to be covered later)Lecture 2 (1/7) and associated readings:- PROPERTIES- Viscosity: resistance of a liquid to flowo depends on the attractive forces between moleculeso for related compounds (such as hydrocarbons), viscosity increases with molecular weighto for any given substance, viscosity decreases with increasing temperature- Surface tension: imbalance of IMFs at the surface leads the molecules there to experience a net inward/downward pull; this reduces the surface area and makes them pack closely together- Capillary action: the rise of liquid up very narrow tubeso binding of similar molecules is called cohesive forces- PHASE CHANGESo every phase change also has an energy change/transfer associated with ito melting is also called fusion: the increased freedom of motion of the particles requires energy, measured by the heat of fusion ΔHfus gas to liquid = condensation liquid to gas = vaporization liquid to solid = freezing solid to liquid = melting/fusion solid to gas = sublimation gas to solid = deposition- heat of vaporization ΔHvap is the energy required to turn liquid to gas- ΔHvap is usually greater than ΔHfus for a substance because the energy that is needed to completely mobilize all participles is greater- HEATING CURVESo enthalpy changes can be calculated from heating curveso- heat in J (used to calculate the slope-y parts of the heating curve, so AB and CD) q = (mass in grams)(specific heat)( ΔT )- heat energy (used to calculate flat parts of curve, so BC and DE) q = (mass in grams)( either ΔHfus or ΔHvap)- CRITICAL TEMPERATURE AND PRESSUREo critical temperature: the highest temperature at which a distinct liquid phase canexisto critical pressure: the pressure required to bring about liquefaction at the critical temperature- VAPOR PRESSUREo the pressure exerted by a vaporo dynamic equilibrium: condition in which two opposing processes occur simultaneously at equal rateso liquids that evaporate readily are volatileLecture 3 (1/9)- Liquid crystals: “hybrids” between solids and liquids so that there is still some movement within the crystal among particles, but there is also enough structure so as to remain a solido a) normal liquido b) nematic liquid crystal (refer to Lecture 3 for illustrations)o c) smectic A liquid crystal (refer to Lecture 3 for illustrations)o d) smectic C liquid crystal (refer to Lecture 3 for illustrations)o molecules align along the long axis to maximize IMFso pitch: distance required for the top layer of molecules in a cholesteric structure to be replicated after a certain number of rotations (refer to Lecture 3 for illustrations) if the pitch is larger, you’re diffracting longer wavelengths of light and vice versa: red lights = longer pitches, blue lights = shorter pitches as you change the temperature, you also change the pitch distance- heat the liquid, pitch gets smaller, turns more blue- cool the liquid, pitch gets longer, turns more red to make a liquid crystal:- you want long, rod-like rigid molecules- you also want strong bonds/attractions (like IMFs) but not too strong of attractions (so no ionic + - charges) that would completely discourage movement in between moleculesLecture 4 (1/12)- SOLIDSo amorphous solids: no long range order; structure is similar to liquid’s, but ions/molecules/atoms don’t have freedom of motion ex, glass, rubbero crystalline solids: 3D order, atoms are arranged in an orderly repeating patterno unit cell: smallest repeating unit of a crystal (building blocks)o crystal lattice: the geometrical pattern of points on which the unit cells are arranged (the building)- OVERVIEW OF THE CLASSES OF SOLIDSo ionic solids (ion – ion forces): composed of cations and anions, held together by mutual electrostatic attractions between cations and anions ex, NaCl, KBr, MgO high melting points and boiling points, typically brittle (when a hammer hits an ionic solid and disrupts the structure, the molecular layers shift laterally and cations with cations and anions with anions come in contact with each other; upon contact, they immediately repel, which results in thebrittle solid breaking and shattering), many dissolve in water o molecular solids (LDF, dip-dip, hyodrogen bonding): composed of molecules held together by IMFs, tend to be soft and have low boiling and melting points ex, ice (composed of H2O), solid CO2 low melting and boiling points, softero covalent network solids (covalent bonding): atoms that are bonded to its neighbor(s) by strong covalent bonds ex, diamond (pure carbon), graphite, SiC high boiling and melting points, typically hard, typically insoluble and very stableo metallic solids (metallic bonding (to be defined)): held together by collectively shared valence electrons (this is what allows it to conduct electricity) high melting points and boiling points, malleable, ductile, good electrical conductorsLecture 5 (1/14) and associated readings- 3D STRUCTURESo primitive cubic lattice: atoms are at all the corners (1 atom total/unit cell)o body centered cubic lattice: lattice points at all 8 corners of the unit cell, along with one at the center of the unit cells (2 atoms total/unit cell)o face centered: all 8 corners, along with at all 6 faces (6 atoms/unit cell)- METALLIC
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