Utilisateur
Atoms that have the same number of protons but a different number of neutrons
different molecular forms of the same element
allotropes of S
equal to the number of protons in the nucleus of any of its atoms
It operates on the principle that an atom or molecule, once ionized, can be deflected by a magnetic field. The amount that it's deflected depends on the speed of the particle, the strength of the magnetic field, and the mass-to-charge ratio
a graph of intensity versus the mass-to-charge ratio
one isotope more abundant than the other
weighted average of the masses
used for certain elements to indicate the range of values expected for the atomic mass because of observed variations in the isotopic abundances of these elements. [a,b] form, >=a <=b
the mass you use when you need a representative value when given a range of masses
a+b->ab, two or more come together
ab->a+b, one reactant breaks down into two or more simple reagents
ab+c->cb+a, one element is replaced by another more reactive element (eg. redox)
ab+cd -> ad+cb, pos or neg ions of two ionic compounds replace each other (eg. ppte)
A compound reacts with an oxidant (usually oxygen) in a highly exothermic reaction. For hydrocarbons, the products are carbon dioxide and water.
A proton is transferred from a proton donor (acid) to a proton acceptor (base).
acid
base
homogeneous mixture of one or more solutes in a solvent
uniform composition, right down to the molecular level; the molecules of one substance are mixed uniformly amongst the molecules of the others
determines the phase of the solution (i.e., solid, liquid, or gas); usually the most abundant component
all other components of the solution
Aqueous solutions have water as solvent
ionic compounds
ionic compounds
ionic compounds
ionic compounds
ionic compounds
ionic compounds
molecular compounds
molecular compounds
molecular compounds
insoluble solid formed from the solution
acid to base
strong
strong
strong
strong
strong
strong
strong, diprotic
strong
strong bases
strong bases
If either the acid or the base is “strong”
salt & water (water often but not always)
max amount of product that can be produced
the species that limits the amounts of product that can form (runs out first)
a series of reactions that occur sequentially; the products from one reaction are consumed as reactants in a subsequent reaction (can add)
true
false
reactions that are independent and occur at the same time
independant
an approach to chemistry that is intentionally focused on not only the efficient use of atoms (and energy) but also chemical methods that reduce or eliminate reagents, products, solvents, by-products, wastes, etc. that are hazardous to human health or the environment.
defined in terms of the theoretical amounts of reactants and products involved in a reaction or process (is a percentage)
(stoic mass of desired prod (only) / mass of a stoichiometric mixture of reactants) x 100%
the maximum mass that can be expected from a stoichiometric mixture of reactants
the mole ratio of reactants is equal to the ratio of the stoichiometric coefficients. None of the reactants is present in excess.
better, we want higher percent atom economy
quantity that can be calculated by a chemist to help assess the “green-ness” of a chemical reaction or process, defined in terms of quantities that are easily measured
mass of waste produced / mass of product obtained
no
small. A large value for the E-factor indicates that many kilograms of waste are generated for every kilogram of product obtained. A small value for the E-factor is desirable
quantization
Light has an electric field that oscillates at a certain frequency, and a magnetic field that oscillates at the same frequency, perpendicular to the plane of the electric field
when electrical charges (e.g. electrons) undergo some sort of
acceleration
distance between successive maxima (m)
time it takes for the electric field to return to its maximum strength (s)
# of times per second the electric field reaches its maximum value, (s^-1), inverse of period
t
t
t
f
microwaves
infrared
vis light (roy g biv)
ultraviolet
x rays
gamma rays
about 400nm-750nm
Regardless of composition, an object at 300 K will emit light in the mid-IR region. (Atoms in a heated solid oscillate with certain energies only)
photoelectric effect, light is used to dislodge electrons from the surface of a metal
1. electrons were ejected only if the frequency of light was greater than some “threshold” frequency
2. kinetic energy of e- increased proportionally w frequency for frequencies greater than threshold frequency
3. electrons were ejected instantaneously (no observable time delay) regardless of the intensity of the incoming light
the minimum energy required to dislodge an electron from the metal’s surface
The emission spectrum of any substance can be obtained by energizing the sample of material. prisims split white light so place atomic gas sample btwn. will create dark lines showing quanta of energy were absorbed by the atomic gas. Alternatively, if the light emitted from a sample of high energy atoms is dispersed into its component wavelengths, only certain colours of lines appear. (absorption or emission spectrum created showing the quantization of energy)
photoelectric effect
einstein
planck
The energy of an electron in an atom is not arbitrary, but rather, it is restricted to have certain “special” values
52.9 pm
E = 0 when e- is infinitely far away (from nucleus). If dist decr, eng does too... therefore it's neg for all dist other than infinitely far away
dist btwn energy levels -> 0 (less space between eng lvls as n gets larger)
Eupper − Elower
Eupper − Elower
1. cannot extend it to other atoms
2. doesn't explain why H doesn't emit radiation conti
3. doesn't actually explain WHY the ang mom is quantized, just knows that is HAS TO BE (conditions were imposed)
wave-aprticle duality
Heisenberg uncertainty principle (can never know true behaviour of a system)
wave
particles
when light passes through a hole or slit whose size is comparable to the wavelength of the light (con & des int. of waves make diffraction patterns)
impossible to know simultaneously both the position and the momentum of a particle with absolute certainty
prob of finding the e- at a particular point
principal quantum number (size, aka what period it's in), first quantum #, goes from 1-7 & is really just what shell it's in
orbital angular momentum quantum number (determines the “shape” of an orbital), second quantum #, (basically, is just waht type of orbital it's in. so s = 0, p = 1, d = 2, f = 3)
4 digits that represent where the e- is (like a lil coord sys)
magnetic quantum number (third quantum number), the number of ml values tells us about the number of distinct orientations that are allowed for a particular orbital, basically, is just WHERE it is WITHIN the shell. bc s only has one slot, it has to be 0. p has 3 diff slots/types of orbitals so it goes -1, 0, 1 (L->R), d goes -2, -1, 0, 1, 2, middle is always 0, right is pos, left is neg, etc, you get it...)
ms, spin number, is just + or - 1/2 (doesn't really matter) it's just for the orientation. cannot have two in the orbital the same spin direction (must always be opposite each other but doesn't matter which is which)
no. only H
like a scatter plot
as surfaces -- planes or cones
n - l - 1
l
n-1
dumbbell
sphere
balloon plots
shape and directionality of the orbital. In most cases, such a plot does not convey information about how the probability (or density) varies within that region of space. as n inc, size inc
The colours (shades) on the lobes of the orbitals are used to indicate the phase (i.e. sign)
x-axis. can extend this to y and z too...
3dz^2
true
umm no obvs not... it's an e-... net charge always gonna be neg... the + and - are for the phase (the sign of the wave)
R(r) vs r
true
n-l-1 (aka the number of times that it crosses the x-axis)
falseeeee. for S SHELLS NOT P!!! l = 0 (not 1!!!)
t (BUT FOR S, IT'S THE MAX POINT AND AS r -> 0, R(r) -> infinity
R(r)^2 vs r, like walking from the centre out
1. how the probability of finding the electron changes as we move away from the nucleus in a certain direction.
2. how the density of the electron “cloud” changes as we move away from the nucleus in a certain direction
1. series of maxima that get progressively smaller as r increases
2. for “s” states, the density is greatest at the nucleus
3. for “p” , “d”, “f”, etc. states, the density is zero at the nucleus
r^2R(r)^2 vs r, aka Radial Distribution Function (RDF)
most probable distance between e- and nucleus
1. series of maxima, get progressively bigger
2. all plots start out at zero
3. number of maxima = n-l
orbital
1s, spherical, 52.9pm
f. it does need to be unique...
Rh/(n^2)
false bc of e- e- repulsion, s lowest then p then d...
1. Aufbau Procedure
2. The Pauli Exclusion Principle
3. Hund's rule
No two electrons can have the same set of quantum numbers n, l, ml, and ms.
that weird triangle thing that u can acc just use the periodic table for (basically just the order orbitals are filled in for neutral atoms)
Cr and Cu
1s2, 2s2p6, 3s2p6d10, 4s1
Fills 3d before 4s. For some reason a completely full or half full d sub-level is more stable than a partially filled d sub-level, so an electron from the 4s orbital is excited and rises to a 3d orbital.
1s2, 2s2p6, 3s2p6, 4s1, d5
Cr is an exception where the last electron enters into the 3d orbital instead of 4s orbital to attain half-filled stability
If there are not enough electrons to fill completely a set of energetically degenerate orbitals, the lowest energy arrangement is the one which has the maximum number of parallel spins. When electrons have parallel spins, they avoid each other to a greater extent. (fill each thing in the p or d once before going back for seconds)
are of equal energy
lower
periods
extra for funsies: each period starts a new shell, there are 7 periods
groups
alsooo:
they're labelled 1-18 and provide info abt # of valence e- in the atom
e- in the outermost shell of an atom. They are the electrons that participate in bond formation
true, there are actually lots for atoms w/ atomic numbers of 36 and above (but we aren't expected to know what they are so don't stress)
all electrons are paired; the atom does not possess a magnetic moment; the atom interacts only weakly with an external magnetic field
one or more unpaired electrons; the atom possesses a magnetic moment; the atom interacts strongly with an external magnetic field
there are unpaired e- and the mag fields do not cancel
decrease
increase
½ of the diatomic bond length for the X2 molecule½ of the diatomic bond length for the X2 molecule of X
½ of the distance between “nearest neighbours” in a metallic solid
size
energy required to remove an electron from a gas-phase atom (often reported as an enthalpy change, ΔH)
It becomes increasingly difficult to remove electrons if one or more electrons have already been removed
decrease
increase
false. they're opposite bc it's easier to remove an e- from something larger bc it has a lesser hold on it's e-
The 2p electron in B is in a higher energy orbital and
is easier to remove than the 2s electron in Be
groups 2 -> 13 (intuitive)
groups 15 -> 16 (think N -> O, no definitive reason why)
energy change that accompanies the addition of an electron to a gas-phase atom
true
2 and 18 (full orbitals)
O, F
bottom left corner
ionic
covalent/molecular
An atom exhibits the tendency to attain a noble gas configuration either by sharing or transferring electrons.
nah that's f. almost exclusively for covalent bonding (bc think about ionic really quickly, one's just gonna be full and the other is gonna be empty... doesn't really show that much)
t, can only have 2 e- in the valance shell (ever)
true
t
3rd
(the number of valence electrons that atom X brings to the molecule) - (the number of valence electrons “owned” by atom X in the structure under consideration)
# lines + # dots
½ × # bonding electrons
the total charge on the molecule or ion!!
t
f, Avoid placing like formal charges (e.g., +1 and +1 or −1 and −1) on adjacent atoms.
have the same spatial arrangement of atoms, but a different distribution of electrons around the atoms
t, (e.g. in the NCO− ion, it is better to place the −1 formal charge on O rather than N because the O atom is more electronegative than the N atom).
t
resonance structures
f, may be considered equiv or non-equiv need to look at formal charges (if lewis structures show same energy then you're good and if not then eeeee not equiv)
f, skeletal structure must remain unchanged
t, sure that's kinda the point
e- not associated with a single atom but can be distributed between 3 or more atoms
double (or triple), (but not all structures with double or triple bond can have resonance structures)
f, never.
t
energy released when gas phase ions combine to form an ionic solid
greater
greater
1. sizes of atoms
2. bond-order
3. polar or non-polar
decreases, increases
provides a quantitative measure of the “pull” an atom has on the electrons in its bonds
F, O, Cl and N
a dipole moment
polar covalent bonds, because they're partially covalent and ionic (and ionic are stronger)
Valence Shell Electron Pair Repulsion Theory, groups arrange themselves around an atom to minimize electron pair repulsions.
no but are at ends and points
f
formal charges
a “localized orbital approach”
vb theory
vb theory
vb theory
vb theory
vb theory
a “delocalized orbital approach”
mo theory
mo theory
mo theory
mo theory
mo theory
used to describe formation of a covalent bond when unpaired electrons on two different atoms “pair up” and are shared by both atoms
overlap along internuclear axis, single bond
overlap off axis (like reaching), sideways overlap of orbitals, double & triple bonds only
f, only double and triple, sigma for single
sigma
Take “n” atomic orbitals and mix them to generate “n” hybrid orbitals
two sp orbitals 180o apart
three sp2 orbitals pointing towards the corners of an equilateral triangle
four sp3 orbitals pointing towards the corners of a tetrahedron
linear, sp
3 groups, sp2
four groups, sp3
sp (50/50 split), sp2(33/67), sp3((25, 75). s is higher energy than p
sigma bonds
pi bonds
1 pi + 1 sigma
1 sigma + 2 pi
sp3d, 5 groups
molecular orbital theory (mo)
1. The valence electrons in a molecule occupy orbitals that extend, in principle, over all nuclei in the molecule
2. We imagine that the valence orbitals of the atoms are transformed into a set of molecular orbitals as the atoms combine to form the molecule (n atomic orbitals -> n molecular orbitals)
3. Some MOs promote bonding and others don’t. Sometimes, an MO makes no contribution to bonding. Consequently, MOs can be classified as bonding, antibonding or nonbonding.
constructively, destructively
lower, higher
bonding orbital, antibonding orbital
t
f
arise from s or p orbitals that overlap along the internuclear axis
arise from p orbitals that overlap “off-axis”
t
(bonding e- - antibonding e-) / 2
f, must be greater than 0
sigma, F2 and O2 (2p bonding sigma is lower than the 2p bonding pi, like a diamond)
1. gas molecules v small & far apart (mostly empty space)
2. molecules in constant random motion
3. molecules collide with each other and walls of container (pressure)
4. collisons are completely elastic (kin eng conserved)
5. no attractive or repulsive forces between molecules
6. average translational kin eng is proportional to temp
Deviations from ideal behaviour are most significant when the PRESSURE is VERY HIGH or the TEMP is VERY LOW
the total pressure
the number of moles of A and the total pressure depends on the total number of moles of gas
1. size of molecules themselves
2. intermolec forces
provides a measure of the strength of the intermolecular forces
provides a measure of the sizes of the molecules
sublimation
deposition
condensation
vaporization/evaporation
freezing
fusion
regular, repeating patterns
pressure of vapour that forms above a liquid in a closed container
temperature at which the vapour pressure of the liquid equals 1 atm
energy required to increase the surface area of a liquid
provides a measure of a fluid’s resistance to flow; the speed of flow through a tube is inversely proportional to the viscosity
t
In general, the stronger the intermolecular attractions, the higher the boiling point, the greater the surface tension, the higher the viscosity, and the lower the vapour pressure
arises when bond dipoles in a molecule do not totally cancel. A non-zero dipole moment indicates that there is a separation between the centres of positive and negative charge in a molecule
provides a measure of the extent to which its charge cloud can be distorted (polarized) by another molecule
polarizability
most attractive when the molecules are large, always contribute to the molecular interactions
hydrogen atom bonded to N, O or F, the H atom carries
a significant positive charge and it is strongly attracted to a lone pair on another molecule, typically stronger than dipole-dipole or London dispersion forces, but they are still weak in comparison to covalent and ionic bonding forces
“bridges” two molecules
bridges two parts of the same molecule
- boiling point
- viscosity
- surface tension
- enthalpy of vaporization
- vapour pressure