MOLECULAR ORBITAL THEORY:
MOLECULAR ORBITAL THEORY:
- Introduction
- Salient features of MOT
- Types of bonding
- Bonding
- Antibonding
- Difference Between bonding
- Linear Combination of atomic orbital
a. INTODRUCTION:
THE MOLECULAR ORBITAL THEORY put forward by F.HUND and S.MULLIKEN developed a bonding theory to overcome the limitation of valence bond theory and explain the magnetic behaviour of molecules.
b. SALIENT FEATURES OF MOT:
¢ When atoms
combines to form molecules, their individual atomic orbitals lose their
identity and forms new orbitals called molecular orbital.
¢ The electrons in a molecule are accommodated
in the newly formed molecular orbitals.
The filling of electrons in these
orbitals follows AUFBAU’S and HUND’S rule as the as in the case of filling of electrons in atomic
orbitals.
¢ The shape of molecular orbitals depends
upon the shape of combining atomic
orbitals.
¢ The
electrons in a molecule are present in the various molecular orbitals as the
electrons of atoms are present in a various
atomic orbitals.
¢ While an electron in an atomic orbital is influenced by one nucleus, in a molecular orbital it is influenced by two or more nuclei depending upon the numbers of atoms in the molecule.
¢ The number of molecular orbital formed equal to the number of combining atomic orbitals. When two atomic are formed.
- Bonding Molecular orbital
- Antibonding Molecular orbital
#. BONDING MOLECULAR ORBITAL:
- Lower energy
- Greater stability then the corresponding antibonding orbital
- Represented by ф = ψa + ψb
#. ANTIBONDING MOLECULAR ORBITAL
- Higher energy.
- Unstable
- Represented by ф = ψa - ψb
BONDING
MOLECULAR ORBITAL |
ANTI-
BONDING ORBITAL |
• It is the result of the linear combination of atomic orbital,
when their wave function are added. |
• It is resulting of linear combination of atomic orbital when
their wave function are
subtracted. |
• It does not have
node. |
• It always have a
node between two nuclei of bonded atom.
|
• The charge density
increases between two nucleus resulting between two atom. |
• The
charge density decrease in between
two nuclei, leads to repulsion between two atom. |
¢ Just as the electron probability distribution around a nucleus in an atom is given by an atomic orbital, the electron probability distribution around a group of nuclei in a molecule is given by a molecular orbital.
¢ Bonding order gives the number of covalent bonds between the two combining atoms. The bond order of a molecule can be calculated using following equation
Bond Order = Nb - Na
2
Where,
Nb - Total number of electrons present in the bonding molecular orbital
Na -Total number of electron present in the antibonding molecular orbitals
A bond order of zero value indicates that the molecule doesn’t exit
c.LINEAR COMBINATION OF ATOMIC ORBITAL:
ª The wave
function for the molecular orbital can be obtained by solving Schrodinger
wave equation for the molecule. Since solving the Schrodinger equation
is too complex, approximation methods are used to obtain the wave function for
molecular orbitals. The most common methods is the linear combination of
atomic Orbitals.
ª The atomic orbitals are represented by the wave function ψ.
ª Let us consider two atomic orbitals represented by the wave function ψa and ψb with compare energy, combines to form two molecular orbital.
ª One is bonding
molecular orbital(ψbonding) and the other is antibonding
molecular orbital(ψantibonding).
ª The wave
functions for these two molecular orbitals can be obtained by the linear
combination of the atomic orbitals ψA and ψB as below.
ψbonding = ψa + ψb
ψantibonding = ψa – ψb
ª The
formation of bonding molecular orbital can be considered as the result of constructive
interference of the atomic orbitals and the formation of antibonding
molecular orbital can be the result of the destructive interference of the
atomic orbitals.
* HOMO NUCLEAR DIATOMIC MOLECULES
1. Hydrogen
2.Oxygen
* HETRO NUCLEAR DIATOMIC MOLECULES:
1.NO
......
Comments
Post a Comment