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Intermolecular Forces
forces that make molecules stick together —> affects physical properties like melting/boiling points and pressure + weaker
Intramolecular Forces
forces inside that hold an ionic bond or molecule together —> affects bonding/reactivity + stronger
London Dispersion Forces
all molecules exhibit this force—> non-polar molecules only have LDFs
creates instantaneous dipole and temporary dipole movements
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)
How to determine stronger IMFS between molecules
Ionic Bonding
Hydrogen Bonding
Polar/Non-polar
More electrons
Dipole-Dipole Forces
the polarity of this molecule will create attractions with another molecule
only polar molecules
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
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
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
Molecular Solids
covalently bonded compounds
forces held together are weak (low boiling/melting point)
no conducting electricity —> ve- are held too tightly (Ex. ice)
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
Metallic Solids
metallic crystals with spherical metal atoms packed together
movement of electrons —> good conductors
close packed ions —> malleable and ductile
substitutional + interstitial
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
Liquids
particles still close together
slip and slide past each other
temperature = strength of these forces
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
Boyles Law
pressure of a gas is inversely proportional to its volume (as one increases, the other decreases) P1V1 = P2V2
Charle’s Law
volume of a gas is directly proportional to temperature (as one increases, the other increases) V1/T1 = V2/T2
Gay Lussac’s Law
pressure of a gas is directly proportional to the temperature (as one increases, the other increases) P1/T1 = P2/T2
Combined Gas Law
P1V1/T1 = P2V2/T2 —> if pressure, temp, and volume all changing at the same time
Ideal Gas Law
PV=nRT —> Density = P(MM)/RT = g/V
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
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)
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
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
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
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)
Homogenous Solutions
everything is uniform and components are evenly distributed (can’t see components) in a sample of the solution (solids, alloys)
Heterogenous Mixtures
components and phases are still visible
Concetration
how much solute is dissolved into the solvent —> we use molarity as the primary unit
M = solute (moles)/ solution (liters)
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
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
Chromatography
used to seperate components of a solution due to IMFS among the components
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
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
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)
Distillation
separates chemical species by taking advantage of the IMF strengths between the components —> how these IMFS affect vaporization pressure
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
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
Substances with similar intermolecular interactions tend to be..
miscible/soluble in one another
Spectroscopy
study of how matter interacts with electromagnetic radiation
microwave radiation, infrared, ultraviolet —> classified based on wavelength
Order of the electromagnetic radiation + classification (shortest to longest)
Gamma Rays, X-Rays, Ultraviolet, Visible Light, Infrared, microwaves, radiowaves
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)
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
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
Ultraviolet - Visible Light Spectroscopy
colors of the rainbow (red to violet)
associated with transitions in electronic energy levels
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
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
Beer-Lambert Law
the quantity of light thats absorbed by a substance thats directly proportional to the concentration
Absorbance
the measure of light that is stopped or absorbed by a solution (spectrophotometer)
The more concentrated the solution is, the ____ light can pass through the solution.
less light
Absorbance of colors
different colors of solutions absorb different colors of light
red - green
orange - blue
yellow - purple
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)
In a beer lambert problem, less light detected (fingerprints or anything on cuvette) implies..
more absorption from the solution
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
Do gases all have the same speed in the same sample?
No, because of collisions it causes different speeds to occur with gas molecules.