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gas characteristics
assumes volume/shape of container
most compressible state of manner
mixes evenly when two are confined in the same container
pressure
F/A; results of collisions between gas molecules and the surfaces around them
manometer
measures pressure in a stationary or flowing fluid/gas
when calculating h in a book problem, convert from cm to mmHg to atm to Pascals
h+ Pgas= Patm
Pflask > Patm then add
Pflask < Patm then subtract
Boyle’s Law
relates pressure and volume
P1V1=P2V2
volume and pressure are inversely proportional
Charles’ Law
relates volume and temperature
V1/T1 = V2/T2
directly proportional
independent of pressure
Avagadro’s Law
as number of moles increase, volume also increase
ideal gas law
PV=nRT; temperature must be in kelvin, can be manipulated in order to fit the problem
gas density
d=PM/RT; highest molar mass = highest density
partial pressures
Ptotal = P1 + P2
mole fraction
Xa = moles of a/ sum of moles of all components
can be used for book problems and times by the total pressure in order to find the partial pressure of a gas
ideal gas/ kinetic molecular theory
does not actually exist but in theory we assume that gas particles have a negligible volume and no IMFS
as well as KEavg and temp being directly proportional
these particles are in continuous movement
speed increases with temp
maxwell-boltzmann distribution
by making changes to temp, you change how slow/fast the particles are moving
graham’s law
rate1/rate2 = square root of M1/M2
collision rate
number of collisions per second
can find the relative frequency when multiplying relative n and relative uavg ( these are found by dividing pressure by first flask pressure)
endothermic process
where system absorbs heat and heat flows from surrounding into system
exothermic process
system evolves heat, heat flows out of system into surroundings
wavelength
measured in meters, symbol is lambda
frequency
the number of waves that pass a fixed place in a given amount of time
symbol = v
measured in s-1 or 1/s
photoelectric effect
the emission of electrons from surface, typically a metal, when light or other electromagnetic radiation if a specific frequency strikes it
duality of light
dual nature of light that is both a wave/particle
electron diffraction
pattern that shows electron is behaving like a wave
particles have wavelike properties
absorption
when an atom or molecule takes in a photon of light, causing an electron to jump from a lower energy level to a higher one.
excitation
the result of absorption: an electron has gained energy and is now in a higher (excited) energy state instead of its ground state.
observation effect
the act of measuring/observing subatomic particles changes its state or behavior
uncertainty principle
looks at uncertainty in the position/momentum of an electron
Schrodinger’s equation
incorporates wavelike and particle behavior: used to calculate probabilities if where the electron is located
quantum number
numbers that make Schrodinger’s equation true
principle quantum number
first quantum number, abbreviated by n
restriction - can have integer value of whole positive number
n tells you energy of electron (aka what shell it is in)
n = number in front of orbital (ex. in 1s n = 1)
angular momentum quantum number
symbol is l
restriction - dependent on principle quantum number
0 = s orbital, 1 = p orbital, 2 = d orbital, 3 = f orbital
magnetic quantum number
symbol is ml
restriction - can have values of -l, -l + 1, -l + 2 …0…+1,+2,+l
describes the orientation of the orbital in space
s orbital is 0
p orbital is -1, 0 ,1
d orbtial is -2, -1, 0, 1, 2
f orbtial is -3, -2, -1, 0, 1, 2, 3
magnetic spin quantum number
symbol is ms
describes the angular momentum of an electron’s spin around its own axis
electron can either be +1/2 (spin up) or -1/2 (spin down)
pauli exclusion principle
no 2 electrons can have the same set of 4 quantum numbers
orbital can only hold 2 electrons and they must have opposite signs
effective nuclear charge
Zeff = Z - o (shielding constant)
atomic radius
measurement of an atom’s size
decreases across a period from left to right, increases going down a group
ionization energy
the energy to remove an electron during a specific reaction
decreases down a group and increases from left to right
increases in a chemical reaction with more positive charges to an atom
electron affinity
ease in which an electron can be added during a specific reaction
Ea = E(a)-E(a-)
more negative Ea, the easier it is to put an electron on to the atom
increases from left to right across a period and decrease from top to bottom down a group
ionic radius
more protons means that the electrons are pulled in tighter and therefore results in a smaller ionic radius
increases as you move down a group b/c new shells are added
decreases across a period b/c positive nuclear charge pulls electrons more tightly
covalent bonding
electrons are shared equally (non metal bound to non metal)
sharing of electrons to lower the energy of the system
polar covalent bonding is unequal sharing of electrons due to electronegativity difference
dipole moment
separation of charges within a molecule creating positive end and negative end
electronegativity
the power of an atom to attract electrons when it is part of a compound
F is the most electronegative
down a group and left from fluorine electronegativity decreases
lewis dot structure
determine number of valence
arrange chemical symbols to show which are bonded (least electronegative in the middle and hydrogens at end of chain)
distribute electron pairs so each bond has one
distribute lone pairs/multiple bonds to satisfy octet
heisenberg uncertainty principle
you can only know the position or the velocity of a particle not both
d-block configuration: Cr and Cu exceptions
Chromium
[Ar] 4s13d5 a half filled d5 subshell\
Copper
[Ar]4s13d10 a fully-filled d10 subshell is more stable
formal charge
f= V - LPE - ½ BE
formal charges on the atoms must add up to the charge on the ion
resonance structure
used to describe equivalent structures, average bond characteristics, energy of resonance hybrid is lower, minimize formal charges
electron deficient
have less than 8 electrons around one single atom and won’t complete octet
enthalpy
the amount of heat evolved or absorbed in a reaction
measured in joules or kilojoules
equation is delta H = (bonds broken) - (bonds formed)
VESPR Theory
bond angles and molecular shape
electron pair repulsions: bonds are made of electrons and you want them as far apart as possible
steric number: count all lone pairs and atoms that are connected to central atom
steric number 2
(2 regions of electron density) becomes linear
linear - molecular/electronic geometry
180 degrees
steric number 3
3 regions of electron density
trigonal planar (electronic/molecular geometry)
molecular geometry can also be bent if there is one lone pair
120 degrees
steric number 4
4 regions of electron density
becomes tetrahedral (electronic/molecular)
molecular geo is bent if there is 2 lone pairs
trigonal pyramidal with one lone pair
steric number 5
5 regions of electron density
becomes trigonal bipyramidal (electronic geometry)
molecular geometry is seesaw with one lone pair
square planar with 2 lone pairs
exceptions to the octet
incomplete/deficient octet: some atoms are stable with fewer than 8 electrons (H=2, He=2, Li=2, Be=4, B=6)
hypervalent/expanded octet: atoms in period 3 or higher can have more than 8 electrons (P, S, Cl, Br, I, Xe)
dipole moment (2)
dipole arrows towards the more electronegative atom
no net dipole = non polar
facing away from each other = polar
just because there are lone pairs does not mean it is polar
bond energies v bond length v bond multiplicity
increased multi, increased bond energy, decreased bond length
paramagnetic
atoms or molecules with unpaired electron spins, attracted to magnetic field
diamagnetic
all electron spins are paired, repelled by magnetic field
strong electrolytes
strong acids: HCl, HBr, HNO3, H2SO4, HClO4
strong bases: LiOH, NaOH, KOH, Ba(OH)2, Sr(OH)2, Ca(OH)2
soluble salts: NaCL, KBr, LiNO3
weak electrolytes
HF, CH2COOH, HCN, H2CO3, H3PO4
NH3, CH3NH2
PbCl2, Ag2SO4
nonelectrolytes
most covalent compounds like sugar (C6H12O6), ethanol (C2H5OH), urea (NH2CONH2)
steric number 2
zero lone pairs
molecular/electronic geometry = linear
bond angle = 180
sp hybridization
steric number 3 (zero lone pairs)
molecular/electronic geometry = trigonal planar
bond angles = 120
sp2 hybridization
steric number 3 (one lone pair)
molecular geometry = trigonal planar
electronic geometry = bent
bond angles: 120
sp2 hybridization
steric number 4 (no lone pairs)
molecular/electronic geometry = tetrahedral
bond angles: 109.5
sp3 hybridization
steric number 4 (one lone pair)
molecular geometry = tetrahedral
electronic geometry = trigonal pyramidal
bond angles: <109.5
sp3 hybridization
steric number 4 (2 lone pairs)
molecular geometry = tetrahedral
electronic geometry = bent
bond angles: «109.5
sp3 hybridization
steric number 5 (no lone pairs)
molecular/electronic geometry = trigonal bipyramidal
bond angles: 90, 120
sp3d hybridization
steric number 5 (one lone pair)
molecular geometry = trigonal bipyramidal
electronic geometry = see-saw
bond angles: <90, <120, >180
sp3d hybridization
steric number 5 (2 lone pairs)
molecular geometry = trigonal bipyramidal
electronic geometry = t-shaped
bond angles: <90
sp3d hybridization
steric number 5 (3 lone pairs)
molecular geometry = trigonal bipyramidal
electronic geometry = linear
bond angles: 180
sp3d hybridization
steric number 6 (no lone pair)
molecular/electronic geometry = octahedral
bond angles: 90
sp3d2 hybridization
steric number 6 (one lone pair)
molecular geometry = octahedral
electronic geometry = square pyramidal
bond angles: 90, <90
sp3d2 hybridization
steric number 6 (2 lone pairs)
molecular geometry = octahedral
electronic geometry = square planar
bond angles: 90,
sp3d2 hybridization
steric number 6 (3 lone pairs)
molecular geometry = octahedral
electronic geometry = t-shaped
bond angles: 90, <180
sp3d2 hybridization
steric number 6 (4 lone pairs)
molecular geometry = octahedral
electronic geometry = linear
bond angles: 180
sp3d2 hybridization
ammonium
NH4+
nitrite
NO2-
nitrate
NO3-
sulfite
SO32-
sulfate
SO42-
hydrogen sulfate (or bisulfate)
HSO4-
hydroxide
OH-
cyanide
CN-
phosphate
PO43-
hydrogen phosphate
HPO42-
dihydrogen phosphate
H2PO4-
carbonate
CO32-
hydrogen carbonate (or bicarbonate)
HCO3-
acetate
C2H3O2-
permanganate
MnO4-
dichromate
Cr2O72-
chromate
CrO42-
peroxide
O22-
hypochlorite
ClO-
chlorite
ClO2-
chlorate
ClO3-
perchlorate
ClO4-
oxidation states
atoms in elemental form = 0
atoms of Group 1 = +1
atoms of Group 2 = +2
hydrogen is either +1/-1
fluorine is always -1
oxygen is always -2 unless with F
law of conservation of mass
cannot create or destroy mass
law of constant composition
all samples of a given compound have the same proportions of their constituent elements