Periodic Classification of Elements
Electronic Configuration
Extra Topic
How to write the Electronic Configuration of Elements
Before writing the electronic configuration of atoms, some basic concept about atom is necessary to understand.
Structure of Atom
An atom comprises of electron, proton and neutron.
Shape of an Atom: An atom has spherical shape.
Nucleus: In centre there is nucleus in every atom and there are shells around the nucleus. Nucleus contains proton and neutron.
Orbit or Shell: There are shells around the nucleus. Shells are called orbit also. Orbits are denoted by Arabic Letters: K, L, M, N, ..........
K = Ist Orbit or shell (n = 1)
L = 2nd Orbit or shell (n=2)
M = 3rd Orbit or shell (n=3)
N =4 th Orbit or shell (n=4)
O =5 th Orbit or shell (n=5)
And so on.
Orbit number are generally denoted by letter 'n'.
Orbital or Sub-shell: Every orbit is divided into orbitals. Orbitals are known as sub-shells also.
There are four types of Orbitals or Sub-shells.
These orbitals are denoted by 's, p, d, and f'
Number of Orbitals in an Orbit
1st (K) Orbit has only only orbital, i.e. 's-orbital'
2nd (L) Orbit has two orbitals, i.e. 's-orbital' and 'p-orbital'
3rd (M) Orbit has three orbitals, i.e. 's-orbital, p-orbital and d-orbital'
4th (N) Orbit has four orbitals, i.e. 's-orbital, p-orbital, d-orbital and f-orbital'
Maximum Number of electrons in an Orbit
The maximum number of electrons is decided by a formula 2n2 where 'n' is the orbit number.
Maximum number of electrons in 1st orbit, i.e. in K orbit.
Here, orbit number n=1
Therefore, maximum number of electrons = 2n2 = 2(1) 2= 2×1=2
Thus, 1st orbit can have maximum 2 (two) electrons.
Maximum number of electrons in 2nd orbit, i.e. in L orbit.
Here, n = 2
Therefore, maximum number of electrons in 2nd =2n2 = 2×(2) 2=2×4=8
Thus, 2nd orbit can have maximum 8 electrons.
Maximum number of electrons in 3rd orbit, i.e. in M orbit.
Here, orbit number = 3, i.e. n = 3
Thus, by applying formula 2n2
=2(3) 2 = 2 × 9=18
Thus, 3rd orbit can have maximum 18 electrons.
Maximum number of electrons in 4th orbit, i.e. in N orbit.
Here, number of orbit (n) = 4.
Thus, by applying formula 2n2 to calculate maximum number of electrons
=2 (4)2 = 2 × 16 = 32
Thus, 4th orbit can have maximum 32 electrons.
Thus, by using formula 2n2 (where n = orbit number) maximum number of electrons in any orbit can be calculated.
Maximum number of electrons in an Orbit | |||
---|---|---|---|
Orbit number (n) | Letter which denotes the orbit | Using Formula (2n2) | Maximum number of electrons |
1 | K | 2n2 = 2(1) 2 = 2×1 = 2 |
2 |
2 | L | 2n2 = 2(2) 2 = 2 × 4 = 8 |
8 |
3 | M | 2n2 = 2(3) 2 = 2 × 9 = 18 |
18 |
4 | N | 2n2 = 2 (4) 2 =2 × 16 = 32 |
32 |
5 | O | 2n2 = 2(5) 2 = 2 × 25 = 50 |
50 |
And so on. |
Maximum Number of electrons in an Orbital or Sub–shell
Maximum number of electrons in s–orbital
1st orbit, i.e. K orbit has only one orbital that is s–orbital.
Since, maximum number of electrons in 1st orbit = 2
Thus, `s`-orbital can have maximum 2 electrons.
Thus, maximum number of electrons in s–orbital = 2
Maximum number of electrons in p–orbital
2nd orbit has two orbitals, i.e. s–orbital and p–orbital
Since, maximum number of electrons in 2nd orbit = 8
And, maximum number of electrons in s–orbital = 2
Thus, maximum number of electrons in p–orbital
=maximum number of electrons in 2ndorbit – maximum number of electrons in s–orbital
= 8 – 2 = 6
Thus, maximum number of electrons in p–orbital =6
Maximum number of electrons in d–orbital
3rd orbit has three orbitals, i.e. s–orbital, p–orbital and d–orbital
Since, maximum number of electrons in 3nd orbit = 18
And, maximum number of electrons in s–orbital = 2
And, maximum number of electrons in p–orbital = 6
Thus, maximum number of electrons in d–orbital
=maximum number of electrons in 2ndorbit – maximum number of electrons in s–orbital – maximum number of electrons in –orbital
= 18 – 2 – 6 = 18 – 8 = 10
Thus, maximum number of electrons in d–orbital =10
Maximum number of electrons in f–orbital
3rd orbit has three orbitals, i.e. s–orbital, p–orbital, d–orbital and f–orbital
Since, maximum number of electrons in 4nd orbit = 32
And, maximum number of electrons in s–orbital = 2
And, maximum number of electrons in p–orbital = 6
And, maximum number of electrons in d–orbital = 10
Thus, maximum number of electrons in f–orbital
=maximum number of electrons in 4thorbit – maximum number of electrons in s–orbital – maximum number of electrons in p–orbital– maximum number of electrons in d–orbital
= 32(– 2 – 6 – 10) = 32 – 18 = 14
Thus, maximum number of electrons in f–orbital =14
Maximum number of electrons in an Orbital or Sub-shell | |||
---|---|---|---|
Name of Orbital | Maximum number of electrons | ||
s–orbital | 2 | ||
p–orbital | 6 | ||
d–orbital | 10 | ||
f–orbital | 14 |
Aufabu's Principle:
Electrons orbiting the nucleus of an atom goes or fill first of all in orbitals having lower energy level only then electrons goes or fill the orbitals having higher energy level.
In other words, Aubau's states that electrons orbiting one or more atoms fill the lowest available energy levels before filling higher energy levels. (Reference Wikipedia.org)
Explanation
While filling of electrons in an atom, electron fill that energy level first which has lowest energy. And only then electron will fill up the orbital having higher energy level.
The energy level of an orbital in an orbit can be easily understand by the diagram given here.
It is easy to know that which orbital has lower energy level. To know this write the orbitals prefixing the orbit number as follows
And now cut the each orbital using an arrow as follows
Now, order of striking the orbital by arrow gives the order of energy level of orbital in ascending order.
Thus, order of energy level of orbitals is as obtained
1s < 2s < 2p < 3s < 3p < 4s < 3d < 4p < 5s < 4d < 5p < 6s and so on.
This means 1s has less energy than 2s
And, 2p has less energy than 3s
And, `4s` has less energy than `3d`
And so on.
Hund's Rule
Every orbital in a sublevel first singly occupied by electrons then only electrons start pairing up.
Fully half filled or fully filled orbitals are more stable than not fully half filled or not fully occupied orbitals.
All of the electrons in singly occupied orbitals have the same spin.
This rule applied in the electronic configurations of many atoms, such as chromium (Cr), Copper (Cu), etc.
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