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Orbital
Region within an atom that can hold up to 2 electrons with opposite spins
Why different quantum shells have different energies
Quantum shells are made of subshells
Shape of s orbital
Spherical
Shape of p orbital
elongated (dumbell/figure 8)
Properties of orbitals in sub shells
- Take single electron before pairing up
- Pair up with two electrons of opposite spins
Subshells in 1st shell
s
Subshells in 2nd shell
s,p
Subshells in 3rd shell
s,p,d
Subshells in 4th shell
s,p,d,f
Electrons in s subshell
2
Electrons in p subshell
6
Electrons in d subshell
10
Electrons in f subshell
14
Electron density
The relative probability of finding an electron in a certain region of space.
Hund's rule
Electrons occupy orbitals singly / in different axes before pairing takes place
Pauli exclusion principle
Two electrons cannot occupy same orbital unless they have opposite spins / electrons pair with electrons of opposite spins after occupying orbitals in different axes singly
Electron properties
- 1/1840 relative mass
- -1 relative charge
- has angular momentum
Protons attract?
Electrons
Types of spin in electrons
- up-spin
- down-spin
Up-spin
Angular momentum of electron in upward direction
Down-spin
Angular momentum of electron in downward direction
How to draw electrons in boxes diagram
- boxes of same subshell close together
- each box occupy 2 electrons
- first up-spin occupy boxes singly in the subshell
- Then down-spin pair with electrons in half-filled boxes
Shape of p subshell
Figure 8 on each axis
Electrons in p orbital
2
Electrons in 1st quantum shell
2
Electrons in 2nd quantum shell
8
Electrons in 3rd quantum shells
18
Why hund's rule occurs
- two electrons in single orbital would increase electron-electron repulsion & orbital energies of electrons
- preferred electronic configuration is one with lowest energy
What arrows indicate in boxes diagram
spin electron has
What does x,y,z letters mean in boxes diagram
cartesian axis on which orbital exists
Electron filling order when writing electronic configuration
1s 2s 2p 3s 3p 4s 3d 4d