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atoms are made up of…
protons, neutrons, and electrons
what subatomic particle has the least mass?
electrons (proton is much more larger —> making nucleus bigger)
which subatomic particle has the most mass?
neutron
equation for number of atoms
total mass/mass per atom
atomic number
# of protons
mass number
protons and neutrons
bohr’s radius
possible distance that the electron and nucleus (in a hydrogen atom) can get
why is there a negative sign in bohr’s equation
it shows the attractive force between the protons in the nucleus and electrons
states that are greater than n>1 are..
excited states
states that are n=1 are…
ground state
energy difference calculation

n1 = final
n2 = inital
n = ?
principal quantum number
distance from nucleus
common value of n = same shell
in hydrogen all orbitals that have the same n have the same energy
what happens as an electron moves farther away from the nucleus (energy, n, stability)
more energy
n is getting larger
less stable b/c not as attracted to the nucleus
energy difference/ionization energy
how much energy is needed to move an electron to different states/levels
Schrödinger’s equation for wave function

|Ψ|2
probability density (likelihood of locating an electron in a given space)
never negative
radial probability density
probability of finding the electron at a certain distance r
as r increase the possibility of finding the electron decreases
greatest at r=0 b/c the electrons are extremely close to the nucleus
l
angular momentum
rotational motion
electron is in different angles
n-1
“l” can be anything less than n-1
“l” values (the letters)
s = 0
p = 1
d = 2
f = 3
orbital penetration
how close an electron can get to the nucleus
the closer the electron can get to the nucleus the more it wants to penetrate
as “l” increases the orbital penetration decreases
this is because they are getting farther away from the nucleus and having to penetrate more shielding electrons
as “l” decreases the more orbital penetration and thus more stable
ml
how the orbital is tilted on the nucleus
orientation (z, x, y)
tells which axis the orbital is on
each negative number of the “l” values
s is spherical so no need for ml because it deals with orientation
the total number of all the ml show you how many orbitals you will have
radial nodes
zero probability of finding the electron
n - l - 1
electron affinity
gaining an electron
ionization energy
energy needed to pull away an electron
angular nodes
value of “l”
total number of nodes
n - 1
how to get each node
radial = n - l - 1
angular = l
total number = n-1
radial wavefunction
shows the strength of the electron at that distance
how electron’s probability changes with distance
orbital
region WITHIN a shell where an electron can be found
an atomic orbital needs (n, l, ml)
the actual spaces
ms
spin quantum number
+½ or -½
in one orbital if there are two electrons one gets ½ the other gets -½
how to find energy of an electron
En= - R (1/n²)
only for single electron atoms
doesn’t take into account repulsion
the larger the negative number… (more or less energy)
less energy = more stable
if more nodes…(higher or lower energy state)
higher energy state
since higher l, which also means higher n
what did bohr suggest?
electrons travel in fixed paths
good contribution
each orbit has an energy associated with it
as you move further away from nucleus you are getting closer to zero and increasing your energy (less negative)
as energy gets more negative is it harder or easier to remove?
harder because the energy is decreasing
ψ v. |ψ|2
ψ
probability of finding an electron in an atom
|ψ|2
probability of finding an electron in a given region
as n increases…(relation to graph)
the height of each peak gets smaller (since probability is spread over large distance)
electron has probability over a wide region
penetration general rule
more penetration → lower in energy → more stable
why 2s has a peak farther out because of its penetration to the nucleus