AP Chemistry Unit 3

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Last updated 2:28 AM on 10/16/26
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55 Terms

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Intermolecular Forces

forces that make molecules stick together —> affects physical properties like melting/boiling points and pressure + weaker

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Intramolecular Forces

forces inside that hold an ionic bond or molecule together —> affects bonding/reactivity + stronger

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London Dispersion Forces

all molecules exhibit this force—> non-polar molecules only have LDFs

  • creates instantaneous dipole and temporary dipole movements


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Instantaneous Dipole Movements and Temporary Dipole Movements

movement of electrons to one side creates a temporary dipole movement, making one side negative and one side positive—> this creates other electrons from another atom to move to the positive side of the other atom due to its attraction creating (instantaneous dipole movements)

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How to determine stronger IMFS between molecules

  1. Ionic Bonding

  2. Hydrogen Bonding

  3. Polar/Non-polar

  4. More electrons


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Dipole-Dipole Forces

the polarity of this molecule will create attractions with another molecule

  • only polar molecules


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Ionic Forces

electrostatic forces between cations and anions—> stick together and creates a crystal lattice structure

  • strongest force

  • highest mp/bp

  • To see which has the higher mp—> aboslute charge differential—> smaller ionic radius


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Vapor Pressure

pressure exerted by a vapor back down on the liquid from which it evaporated

  • as temp INCREASES, vapor pressure INCREASES

  • weaker IMFs/lower bp, HIGHER vapor pressure


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Ionic Solids

composed of ionic compounds in a crystal lattice

  • brittle —> easily shattered + movement of layered sheets

  • conducts electricity when dissolved in water/melted (charges swimming in water allow electrons to pass through easily)

  • smaller ions/larger charges —> stronger


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Molecular Solids

covalently bonded compounds

  • forces held together are weak (low boiling/melting point)

  • no conducting electricity —> ve- are held too tightly (Ex. ice)


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Covalent Network Solids

covalent compounds—> network of repeated covalent bonds

  • strong structure—> very high melting and boiling points

  • Ex. diamond, graphite, silicon dioxide

  • sheets of strong bonds —> weak bond between the sheets


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Metallic Solids

metallic crystals with spherical metal atoms packed together

  • movement of electrons —> good conductors

  • close packed ions —> malleable and ductile

  • substitutional + interstitial


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Solids

crystalline in structure —> crystal lattice (network of repeated bonds)

amorphus materials: type of solid (properties of solid but messed up structure)—> molecules dont have enough Kinetic Energy to move around


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Liquids

particles still close together

slip and slide past each other

temperature = strength of these forces

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Gas

gas molecules are moving very fast

far apart from each other —> can physically compress the gas molecules together

temperature, concentration, pressure, and volume affect gas molecules

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Boyles Law

pressure of a gas is inversely proportional to its volume (as one increases, the other decreases) P1V1 = P2V2

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Charle’s Law

volume of a gas is directly proportional to temperature (as one increases, the other increases) V1/T1 = V2/T2

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Gay Lussac’s Law

pressure of a gas is directly proportional to the temperature (as one increases, the other increases) P1/T1 = P2/T2

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Combined Gas Law

P1V1/T1 = P2V2/T2 —> if pressure, temp, and volume all changing at the same time

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Ideal Gas Law

PV=nRT —> Density = P(MM)/RT = g/V

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Dalton’s Law of Partial Pressures

sum of all partial pressures of each gas in a mixture

  • partial pressure = Xgas (mole fraction of gas in the mixture) x Total Pressure

  • Mole Fraction—> amount of moles of that substance over total moles


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Kinetic Molecular Theory

describes the nature of gases

  • size of a gas is very small and can be ignored

  • gas particles are in constant, random motions (straight lines) (bump/collisions = pressure)

  • particles have no repulsive forces between them (no IMFS = ideal gas)

  • average kinetic energy = temperature (1/2mv²)


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Maxwell-Boltzman Distribution

shows the distribution of the kinetic energies of total particles/molecules at a given temperature

  • higher temps—> molecules in the sample start to gain greater velocity—> greater kinetic energy

  • same area = same amount of molecules


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Graham’s Law

Rate of effusion (ability to diffuse through a small hole) is related to the size of the particles —> Rate 1/Rate 2 = sqrt(MM2)/sqrt(MM1)

  • as particle size increases—> rate of effusion decreases

  • lighter gases = faster


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Ideal Gases behave under..

higher temperatures - particles are moving quickly not having enough time for IMF attractions

low pressures - distant from each other so they cannot have IMFS between them

Essentially.. take up no space + no IMFS between each other

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Put Ideal Gas Conditions under molecules

  • take up a small amount of space

  • have very little/weak attractions —> faster velocity/movement (higher temps and lower pressures)


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Homogenous Solutions

everything is uniform and components are evenly distributed (can’t see components) in a sample of the solution (solids, alloys)

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Heterogenous Mixtures

components and phases are still visible

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Concetration

how much solute is dissolved into the solvent —> we use molarity as the primary unit

M = solute (moles)/ solution (liters)

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Ion Concentration

Ionic compounds dissociate into ions when placed into water—> seperates into two and becomes strong electrolytes

  • make sure to look at the charge to see how many ions actually there


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Particulate Models can be used for:

  • representing interactions between components of a mixture

    • ion sizes

    • are solute ions and solvent particles oriented correctly

  • representing concentrations of components


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Chromatography

used to seperate components of a solution due to IMFS among the components

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Mobile Phase

solution or fluid/gas that moves throughout the system

  • will have a certain amount of IMFS to surface components of the paper/column because of differences in polarity


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If the component of the solution in the mobile phase is more polar..

it will have a greater interaction with the polar stationary phase (solvent) and will travel less farther because of its strong attraction

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If the component of the solution in the mobile phase is less polar..

it will have a smaller attraction to the polar stationary phase (solvent) and will travel a longer distance because the attraction between the solvent is weaker (nonpolar x polar)

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Distillation

separates chemical species by taking advantage of the IMF strengths between the components —> how these IMFS affect vaporization pressure

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In distillation experiment, the solvent that has the _____ comes out and into the condensation tube as a pure liquid

liquid with the lowest boiling point —> weaker IMFS

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Solubility

substances with similar intermolecular attractions will tend to be soluble in one another —> dissolve in polar solvents (water)

  • ionic compounds —> anion(positive) + cation(negative)

  • molecular compounds—> only LDFs will dissolve in nonpolar solvents, the larger the electron cloud, the more interactions with the solvent


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Substances with similar intermolecular interactions tend to be..

miscible/soluble in one another

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Spectroscopy

study of how matter interacts with electromagnetic radiation

  • microwave radiation, infrared, ultraviolet —> classified based on wavelength


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Order of the electromagnetic radiation + classification (shortest to longest)

Gamma Rays, X-Rays, Ultraviolet, Visible Light, Infrared, microwaves, radiowaves

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Molecular Movement

Translational - movement of molecules from one place to another

Rotational - spinning in place

Vibrational - moving in place, the movement of atoms within the molecular relative to one another (bending, stretching)

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Microwave Rotational Spectroscopy

  • microwave radiation is lower in energy than visible light

  • causes particles to rotate and that generates the heat in food

  • because of interaction of the dipole of the molecules interacting with electromagnetic field of the microwave photons


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Infrared Vibrational Spectroscopy

  • higher in energy than microwaves, but less than visible light

  • measures the vibration of the atoms and allows determination of the functional groups in molecule

  • lighter atoms/stronger bonds —> vibrate at higher frequencies


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Ultraviolet - Visible Light Spectroscopy

  • colors of the rainbow (red to violet)

  • associated with transitions in electronic energy levels


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c=tv —> wavelength of the photon is related to frequency of radiation

c = speed of light (3.0 Ă— 10^17)

t = wavelength

v = frequency

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Energy of photon is related to frequency of the wave —> Planck’s equation

E=hv

E = energy of photon

h = 6.626 Ă— 10^-34

v = frequency

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Beer-Lambert Law

the quantity of light thats absorbed by a substance thats directly proportional to the concentration

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Absorbance

the measure of light that is stopped or absorbed by a solution (spectrophotometer)

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The more concentrated the solution is, the ____ light can pass through the solution.

less light

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Absorbance of colors

  • different colors of solutions absorb different colors of light

  • red - green

  • orange - blue

  • yellow - purple


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Calibration Graph Beer Lambert Law

  • linear slope

  • relation of the absorbance and the concentration

  • Absorbance = molar aborptivity constant (slope) x path length (1 cm) x concetration (molarity, M)


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In a beer lambert problem, less light detected (fingerprints or anything on cuvette) implies..

more absorption from the solution

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when crystalline structures are dissolved or melted, they have

electrical conductivity —> Na and Br are free to move, creating and allowing for an electrical current to occur

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Do gases all have the same speed in the same sample?

No, because of collisions it causes different speeds to occur with gas molecules.