CHEM 110 - MIDTERM #3 Flashcards
What is the principal quantum number?
Symbol: n
Values: positive values (1, 2, 3)
Property: Orbital energy (size)
The bigger the n value, the larger the orbital
What is the angular momentum?
Symbol: l
Values: 0, n-1
Property: orbital shape
Orbital shape of l=0
s-orbital (circle)
Orbital shape of l=1
p-orbital (dumbell)
Orbital shape of l=2
d-orbital (clover)
Orbital shape l=3
f-orbital (insane)
Collections of orbitals with the same n-value are _____
Shells (ie. 2s and 2p share the same 2nd shell because they both have n=2)
Collections of orbitals with the same n & l values are ___
subshells (ie. 2s and 2p are the same subshells)
Subshells of n=2
where l=1,0 -> 2p & 2s subshells respectively
What is the magnetic quantum number?
symbol: ml
values: + and - l (including 0)
property: orbital orientation in space (number of orbitals in a subshell with a particular l value)
# of ml values can be found with: 2l + 1
What is the spin quantum number?
symbol: ms
values: +1/2 or -1/2
property: direction of e- spin
if l=0, then how many ml values are there?
ml = 2l + 1 = ml = 1 value where ml=0
How many orbitals in l=0?
One orbital where s orbital is present and can only hold 2 electrons
How many orbitals in l=1?
3 orbitals where p orbital is present and can only hold 6 electrons
How many orbitals in l=2?
5 orbitals where d orbital is present and can only hold 10 electrons
How many orbitals in l=3?
7 orbitals where f orbital is present and can only hold 14 electrons
How many orbitals in l=4?
9 orbitals where g orbital is present and can only hold 18 electrons
Similarities and differences between 1s and 2s orbital?
Have different principal quantum numbers (n=1 vs. n=2); but have the same shell (at l=0). 2s is also larger than 1s in orbital size, but they share the same ml and ms values at l=0. 2s is further away from the the nucleus.
Difference between 2px and 2py?
Same n-value, same l value (same size and orbital shape); different orientations (ml=-1 at 2px and ml=0 at 2py).
What is an orbital?
electrons with the same values of n, l, and ml (n=3, l=2, ml=-2)
Energy of orbitals in a single electron atom rely on __
the principal quantum number (n)
Energy of orbitals in a multi-electron atom rely on __
n and l