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Allotropic Forms of Carbon - Part II |
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2.
Structure
of graphite The hexagonal form of graphite has carbon atoms arranged in a
hexagon; the hexagons form a plane. Each carbon atom in the hexagon is
attached to only three other carbon atoms. The fourth electron of each
carbon atom hangs loosely and is not bound. Graphite shows sp2
hybridization. Within each layer, the carbon atoms are very strongly bonded
by sigma ( The
sheet like structure with weak inter-layer forces makes graphite a very soft
substance. The melting point of
graphite is relatively high (37000 C). This can be explained
because of the strong overlap of the sigma ( Graphite
is a good conductor of heat and electricity.
This can be understood by looking at the loosely bound fourth
electron of each carbon atom. The electron is relatively free to travel and
move about in the crystal. The electrons are carriers of heat and
electricity in a crystal. Hence it is clear why graphite is a good conductor
of heat and electricity. Density
of graphite is 2.2 gm/cm3. From the structure of graphite it is
clear that the distance between two hexagonal layers is large; thus the
carbon atoms are not rigidly bound. This gives rise to low density of
graphite as observed. 4.
Structure
of fullerenes Fullerene
cages are about 7-15 angstroms in diameter ( 1A°
= 10-10m). In atomic terms, their sizes are enormous. But
fullerenes are still small compared to many organic molecules. Chemically,
they are quite stable; breaking the balls requires temperatures of over 10000
C (the exact number depends on which particular fullerene). At much
lower temperatures (a few hundred degrees C) fullerenes will
"sublime," which means vapor will form directly from the solid.
Pure
C60 is very interesting. Visually, it is quite different from
both graphite and diamond -- it is a yellow powder, which turns pink when
dissolved in certain solvents such as toluene. When exposed to strong
ultraviolet light, the buckyballs polymerize, forming bonds between adjacent
balls. In crystalline form C60 is cubic (at each lattice point of
a cube, there is a buckyball). Electrically, it is insulating. It shows
electro-negativity and forms compounds easily with alkali atoms. Summary [1] The bonding between hexagonal layers is the best-known example of Van der Waal’s forces. |
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