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Chemistry of Carbon Bonds - Part I |
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Carbon has a unique place in our lives. Each living cell, food, wood, paper, petro-chemicals, cooking gas, perfumes, etc are all made up of carbon. Chemistry of carbon compounds is known as organic chemistry. Organic chemistry encompasses study of all carbon-hydrogen compounds. These are also called hydrocarbons. Inorganic carbon chemistry is the study of oxides, nitrides and allotropes of carbon. There are many differences between organic and inorganic compounds. Organic compounds are mostly insoluble in water. They have low melting points and exist by forming covalent bonds. Inorganic compounds on the other hand usually dissolve in water and have high melting points. Inorganic compounds can be formed due to either ionic or covalent bonds. Another characteristic of organic compounds is that they are inflammable. Carbon has 6 protons, 6 neutrons and 6 electrons. Its chemical
symbol
is 12C
6.
Its
electronic configuration is 2 electrons in the K-shell, and 4 electrons
in the L-shell. In principle it should either give up or borrow 4 electrons
while forming compounds. But it doesn’t form ionic bonds at all. It likes
to share its four electrons with other atoms and form covalent bonds instead. Carbon covalent bonds are the strongest in nature. What we will
study in this chapter : 1. How carbon forms tetravalent bonds 1.
How carbon
forms tetravalent bonds The
moving electron is also assigned an orbital (angular momentum) number
l, and
l takes values In addition to
orbital quantum number, electron has an intrinsic spin assigned to it. There
are only two ways an electron spin quantum number is oriented : either up Table below gives some idea of the quantum number
assigned to various orbits.
In
the electronic configuration the first number shows the main shell (K, L, M,
etc.), the second letter shows the shape of the orbital (s, l, d, g, h, etc)
and the next number shows how many electrons are there in the shell. The
orbital, s, p, d, etc are also
known as sub-shells. The six electrons of carbon are distributed as
From this picture, we should feel that carbon is a
divalent compound and should borrow two electrons in its px and py
orbital. But this does not happen!! Carbon does not form compounds like CH2.
Instead carbon shows tetra valency. Since
the 2s and the 2p orbitals are very close in energy, one electron from the
2s orbital jumps to the 2pz orbital. The picture is as given below : We
might expect that a carbon atom to form three
bonds of one kind using the p orbital electrons and one bond of another kind
using the s orbital electron. But this does not happen!! The one 2s and
three 2p orbitals mix together and give rise to four new altogether
different types of orbitals. This is called hybridization and is seen only
in carbon atom. The four orbitals are at an angle of 109028’.
This is called tetrahedral or sp3 (pronounced as sp three) type
of hybridization. There are sp2 and sp types of hybridization
also. A
good example of sp3 hybridization is the methane CH4
molecule. The methane molecule has a tetrahedral shape. The C atom is at the
center of the tetragon (three dimensional equilateral triangle) and the
four H in the four corners of the tetragon. Each carbon bond in methane
makes an angle of 109028’ with the other bonds.
The sp3 hybridization is generally denoted as follows : In a sp2
hybridization, the two of the four carbon bonds are parallel. The sp2
hybridization is generally denoted as follows :
Thus the sp2
hybridization leads to carbon double bonds. The angle between the three
directions of the bonds is 1200.
A molecule of ethene (CH2 For sp hybridization the molecule of ethyne is an example. Here three
of the bonds lie parallel to each other
(CH When
a carbon atom forms a compound, it always forms covalent bonds. There are
two types of covalent bonds : sigma and pi bond. When the covalent bonds are
linear or aligned along the plane containing the atoms, the bond is known as
sigma (
When the electron
orbitals overlap laterally, the bond is called the pi (
From the above discussions it is clear that the sigma ( |
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