|
The Molecular Universe
PDF file of this section
|
|
ACHIEVING COMPLEXITY
|
|
|
|
Our central theme is the use
and exploitation by nature of simple geometrical and topological principles
to achieve structures of great complexity. The extraordinary intricacy
of biological molecules discussed in later chapters is based on ring and
chain formation; with interactions between these molecules and between
different parts of the same molecule driving the formation of the highly
complex 3D structures. In the inorganic world, we have begun to see how
three dimensional structures can be generated simply by packing atoms together
in the most efficient manner, but also by taking simple polyhedra which
are interlinked together to form 3 D networks. We will now learn how high
degrees of complexity can be introduced into these fundamentally simple
structures by adding or inserting atoms in a systematic manner.
Interstitial sites in the structures of the metals iron (left) and palladium (right). Insterstitial sites are highlighted.
Some of the simplest examples are provided
by metals such as iron and palladium which can soak up small atoms such
as carbon, boron and hydrogen. These occupy 'interstitial sites' - spaces
between the metal atoms as illustrated on the left. Although they are
strongly chemically bonded to the metallic hosts, the characteristic metallic
properties of the latter are retained (unlike the case when for example
oxygen or chlorine form compounds with metals). Of much greater structural
interest are those cases where the insertion of the atoms leads to distinct
new structural types. Excellent examples are provided by structures based
on both the octahedral and tetrahedral corner linked networks discussed
earlier; indeed we will see how both form the basis for a large and diverse
class of structures.
Interstitial sites in a cage like structures formed by SiO2 (left) and within the hydrogen bonded structure of water molecules in a gas hydrate structure (right).
|
Inserting Atoms Between Octahedra