Mass Spectrometry:
Shows the mass of the isotope type of an element
Relative abundance adds up to 100%
From this, you can determine the amu by multiplying amu by percent, adding them all together, and dividing by 100
Mole Calculations:
particles * avogadro's number (6.0231023) = moles
grams * molar mass = moles
Percent Mass:
Molar mass of certain element / molar mass of whole molecule * 100% = mass percent
Identifying Pure Substances:
If mass percent is higher than it should be, an impurity contains that element
The same is true for that in reverse
Adding extra mass from impurity without that element lowers the percent
Empirical Formula:
Divide my MM to get moles, then take the lowest number of moles and divide everything by that to get whole numbers
Gravimetric Analysis:
Using gravity to separate two mixtures
ex. sand and water put through filter
Often part of a multi-step process
Used in labs
Electron Configuration:
1s^2 2s^2 2p^6 3s^2 3p^6 4s^2 3d^10 4p^6 ect…
Can also use the closest noble gas before the element, then continue the configuration
ex. [Ar] 4s^2 3d^2 = Ti
d block: subtract 1
f block: subtract 2
For the boxes, fill in all the up arrows first, then down
Periodic Trends:
Coulomb's law: distance and charge explain all of them
Atomic radius: down and to the left
Radius of an atom.
Ionization energy: up and to the right
Energy to remove one electron
First ionization energy is the ionization energy from the furthest ring of electrons from the nucleus, the easiest to remove
Electronegativity: up and to the right
Pull atom has on its electrons
Only thing you need to know for charge is the # of protons in nucleus
Formulas to Solve for Energy and Wavelength:
E = hv
c = 𝝺v
E = hc/𝝺
Photoelectron Spectroscopy (PES) Diagrams:
Photoelectron Spectroscopy (PES) diagrams can be used to determine elements
By seeing the number of electrons
Relates binding energies with electron orbitals
Closest to the left is closest to nucleus
Smaller atomic radius means more attraction, so all the peaks are closer to the nucleus on the left of the graph
Due to charge, Coulomb's Law again (it will come up a lot later as well)
Vibrational Properties:
Bonds can be stretched symmetrically or asymmetrically, bent, vibrate, and stretch along the x or y axis
Chemical Reactivity:
Most reactive metals are group 1 metals, most especially Francium
Left and down are most reactive
Most reactive nonmetals are group 17 nonmetals
Right and up are most reactive
Bond Polarity:
The greater the difference in electronegativity, the more polar the bond is
Bonding Properties:
Like dissolves like, polar dissolves in polar (water)
Nonpolar only dissolves in nonpolar solvents
Metallic Solids Characteristics:
Substitutional alloy
Replace original metal with a new one
Stronger and malleable
Interstitial alloy
Fits in-between structure
Brittle and unbendable
Metallic Properties:
Metals are surrounded by a sea of electrons, so the electrons can carry charge through the molecule in between gaps between atoms
Malleable because the sea of electrons can be compressed and moved to allow for the movement of atoms
Ionic vs Covalent:
Properties | Ionic Compounds | Covalent Compounds |
Melting/Boiling Points | High | Low except for some giant covalent molecules |
Electrical Conductivity | Conduct electricity in molten and in aqueous solution | Does not conduct electricity in any state when pure, may conduct in aqueous solution (i.e., acids) |
Solubility in water and organic solvents | Soluble in water Insoluble in organic solvent | Insoluble in water, except for some simple molecule Soluble in organic solvent |
Volatility | Not volatile | Highly volatile |
Lewis Dot Structures Steps:
Steps to draw Lewis Dot Structures
Count VE
Draw structure with single bonds connecting to middle
Recalculate VE
Give to outside first
Recalculate VE
If leftover VE give to middle
If no left over, double/triple bond
VSEPR Theory:
2 bonds, 0 one pair: Linear 180 sp
3 bonds, 0 lone pair: Trigonal Planar 120 sp^2
2 bonds, 1 lone pair: Bent 120 sp^2
4 bonds, 0 lone pair: Tetrahedral 109.5 sp^3
3 bonds, 1 lone pair: Trigonal Pyramid 109.5 sp^3
2 bonds, 2 lone pair: Bent 109.5 sp^3
Electrostatic Forces:
Exist between molecules and atoms within molecules
Between molecules and called IMF: have three different types
London Dispersion: all have it, nonpolar have only it
Dipole-Dipole: polar molecules
Hydrogen Bonds: H directly bonded to F, O, or N
Strong IMF have:
High BP, high MP, high viscosity, high surface tension, low vapor pressure!
Physical Change vs Chemical Change:
Physical Change
Relate to IMF changes
Because of this, the highest IMF means highest boiling point
More electrons -> more polar -> more IMF
ex. phase changes
Chemical Change
Bonds are broken and formed to create a new substance
Hydrogen Bonding:
Because N, O, and F are most electronegative, they pill electrons away from the H they are bonded to and take on a partial negative charge, and make the H have a partial positive charge that attracts to another partial negative charge
Chromatography:
Mased of the mobile phase, which is the liquid used
For example if you use polar water, the substances that move with the water will also be polar
Based off IMF
Distillation:
Based off differences in boiling points
You can heat up a substance between two BPs, and you can collect the liquid that turns into a gas and separate the two liquids
Solids vs Liquids vs Gasses:
Solids vibrate
Liquids move around the bottom
Gasses move quick everywhere, further apart
Kinetic Molecular Theory:
There are some deviations from ideal behavior
Low temperature and high pressure (low volume)
This will cause more deviations
Also, the ones with strongest IMF deviate most
Properties of Gas:
Pressure and volume are inversely proportional
Volume goes up, temperature goes up
More moles of gas, greater volume
Ideal Gas Law:
PV = nRT
P = pressure
V = volume
n = moles of gas
R = .08206
T = temperature
n = m/M
Moles = mass / molar mass
PV = mass * RT / MM
Deviated from above equations
MM = mass * RT / PV
More deviations can be derived from the equations
Less mass moves faster at same temperature
Dissolving:
Positive charged ion attracts the O- of the H2O
Negative charged ion attracts the H+ of the H2O
Molarity and Particle Views:
molarity = moles/ liters
Rank the six solutions above in order of increasing molarity. Pay attention to volume, and some have equal concentration
C,D, and E (tied); A and F (tied); most concentrated is B
Coulomb’s Law and Solubility:
Ionic compounds can dissolve in polar liquids like water because the ions are attracted to either the positive or negative part of the molecule
The smaller the ions, the closer together they are, and the harder it is for the water molecules to pull the ions away from each other. The greater the charge of the ions, the harder it is for the water to pull them away as well.
Beer-Lambert Law:
Measures the concentration of colored solutions
A = abc
A = Absorbance
a = molar absorptivity
b = path length
c = concentration
Things can cause deviations in absorbance
More water will cause less absorptivity
A fingerprint will cause more absorptivity
Chemical Change:
Breaking and forming of bonds
Synthesis
Decomposition
Single Displacement
Double Displacement
Combustion
Acid Base (Neutralization)
Oxidation-Reduction
Precipitation
Balanced Equations:
SNAP ions,
If it has one of the four, it will be aqueous
If not, it will form a precipitate
Stoichiometry:
Use mole ratio to convert between molecules
Uses Law of Conservation of Mass
Whatever number of each element you have on one side, you have to have on the other
Limiting Reactant
The reactant with the least moles, and it is what you divide everything by to get the empirical formula
Acid Base Reactions:
Also called Neutralization reactions
Strong acid + Strong base → salt + water
Redox Reactions:
Reduction-Oxidation reactions
RED = reduction
OX = oxidation
When an electron is transferred
OIL RIG
OIL = Oxidation Is Loss (of electron, more positive)
RIG = Reduction Is Gain (of electron, more negative)
Some charges are typically the same
Hydrogen +1 (typically)
Oxygen +2 (almost always)
Most Group 1 are +1
Redox Titrations
Change color when there is a change in oxidation number
Lowering Reaction Rates:
Introduce catalyst
Lowers activation energy
Only thing that changes activation energy
Increase temperature
Makes more particles have enough energy to meet the activation energy
Particles move faster to create more collisions
Increase concentration
More particles, more collisions
Grinding up solid
Greater surface area
Rate Laws:
Determined from concentration and rate changes
Zeroth order
When concentration is changed, the rate is not changed
[A] over time
First order
When concentration is doubled, so does the rate
Constant half-life
ln[A] over time
Second order
When concentration is doubled, rate is tripled
1[A] over time and goes up
Half-Lifes:
How long it takes for half the sample to remain
Constant half-lives only for First Order
Reaction Mechanisms:
Rate = k [concentration] ^ # of moles
The step that takes the most time is the slow step
This is the step that determines the rate of the reaction
Reaction Rate Graphs:
# of peaks is the # of steps
Largest peak is the slow step
Exothermic ends lower
Endothermic ends higher
Endothermic vs Exothermic:
Endothermic
Thermometer colder
Taking heat from surroundings
Exothermic
Thermometer hotter
Giving off heat to surroundings
Heat Transfer:
q = mcΔT
Specific heat capacity is how much energy needed to raise one gram one Kelvin
Conservation of Energy:
Used to figure out the unknown when dissolved in water
You can determine this from the heat change
Heat gained by water = heat lost by metal
Bond Energy, Length and Strength:
Calculating ΔH
Bonds broken - Bonds formed
Products - Reactants
Hess's Law
Getting to target equation from combining other equations
ex. flip equation, multiply ΔH by -1
Bond length
Single bonds are long and less strong
Double bonds are in the middle
Triple bonds are short and strongest
ΔH and ΔS:
The ΔH is dependent on the IMF of the solute and solvent
ΔS is entropy, which is disorder of a system
More entropy means more moles of gas, more pressure, higher temp, ect…
Conservation of Energy when Mixing:
-Q (energy lost by system) = +Q (energy gained by surroundings)
Total energy always conserved
For example :
When room temperature water T1 (system) is mixed with cold water T2 (surroundings), the final temperature T3 will be in-between.
Q1 + Q 2 = 0 and energy is conserved
Calorimetry:
Used to determine heat transferred
Q=mcΔT
Chemical Equilibrium:
When the rate of the forward and reverse reactions are equal
Products are being made at the same rate and reactants
Not necessarily meaning there is the same amount of products and reactants
K, the equilibrium constant, shows the proportion of reactants formed at a specific temperature that has achieved equilibrium
Manipulating Q and K:
K (equilibrium constant) represents the ratio of products to reactants at equilibrium
When manipulating many K values to create a new solution
Flipped reaction: K-1
Multiplying reaction: Kx
Adding reactions: KK
K3 = 2.9
Q (reaction progress) shows products to reactants at any point in a reaction
No solids or liquids are included in either of these, only aqueous and glasses
Q vs K:
Q<K: reaction proceeds forward
Q>K: reaction proceeds backward
Q=K: reaction is at equilibrium
ICE Tables:
One way to calculate K
Uses initial concentration, the change in concentration in forms of x, and the concentration at equilibrium
Magnitude of K:
Can be used to determine relationship between reactants and products at equilibrium
Large K favors forward reaction (products)
Small K favors reverse reaction (reactants)
Le Chatelier’s Principle:
Describes changes in systems to shift equilibrium
Change | Direction System Shifts to Reestablish Equilibrium |
Adding a reactant | Shifts towards products |
Adding a product | Shifts towards reactants |
Removing a reactant | Shifts towards reactants |
Removing a product | Shifts towards products |
Increasing pressure | Shifts toward less gas molecules |
Decreasing pressure | Shifts towards more gas molecules |
Adding an inert gas | No effect |
Increasing the temperature | Endothermic: shifts towards products Exothermic: shifts towards products |
Decreasing the temperature | Endothermic: shifts towards reactants Exothermic: shifts towards products |
Common Ion Effect:
The solubility of a hydroxide can be greatly increased with the addition of an acid
In the same way, a salt’s solubility can be increased greatly by adding a common ion
ex. if MgCl2 is added to a saturated Mg(OH)2 solution, additional Mg(OH)2 will precipitate out. The additional Mg2+ ions will shift the original equilibrium to the left, thus reducing the solubility of the magnesium hydroxide.
Bronsted-Lowery:
Acids are proton donors
Acids create conjugate bases called anions
Bases are proton acceptors
Bases conjugate acid now has a proton (Hydrogen ion)
KW and Temperature:
As T increases, the pH of pure water decreases
This is not because water is acidic
A solution is acidic if [H+]>[OH-]
Titrations:
Allowed to be used to determine the concentration of the titrant and the pKa for the weak acid and pKb for a weak base
pKa is the pH at the 12 equivalence point
Buffers:
Buffers are able to resist pH changes when mixing a conjugate acid-base pair
pH of buffers are determined by the pKa of the weak acid
Only effective if it has sufficient amounts of both members of a conjugate acid-base pair
Entropy:
Changes that result in more moles, higher temperature, greater volume, solid → liquid → gas, formation of more molecules
Overall greater “chaos” and “disorder”
ΔG = ΔH - TΔS:
ΔG = Gibbs Free Energy (kJ)
Negative ΔG means that the reaction is thermodynamically favored (spontaneous)
ΔH = enthalpy change (kJ)
T = temperature (Kelvin)
ΔS = entropy change (kJ/K)
Often will have to change J to kJ