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Materials for engineering, 3rd Edition - (Malestrom)

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Structure of <strong>engineering</strong> materials 33<br />

(Fig. 1.1(a)) which is highly stable and which can link with other tetrahedra by<br />

the sharing of an oxygen atom. Unlike organic polymers, the molecules are not<br />

constrained to <strong>for</strong>m linear chains, but <strong>for</strong>m three-dimensional random networks<br />

(Fig. 1.27). The network has a high degree of mobility at high temperature, to<br />

<strong>for</strong>m a liquid which, in the case of pure silica, has a high viscosity.<br />

This problem is overcome in commercial glasses by introducing other<br />

metal oxides, usually Na 2 O and CaO, which have the effect of breaking up<br />

the network. These network modifiers reduce the cross-linking between the<br />

tetrahedra, making the glass much more easily worked at high temperature.<br />

The way the volume of a given mass of this material changes as it is<br />

cooled is shown in Fig. 1.28. At A, the material is a normal liquid: if it<br />

crystallizes on cooling, then B represents the freezing point at which there is<br />

a sharp decrease in the volume to C, after which the crystalline material will<br />

continue to shrink as the temperature falls, but at a slower rate, to D. In the<br />

case of a glass, which does not crystallize as it cools, shrinkage will occur<br />

along AE (Fig. 1.28). At a particular temperature, depending upon the rate of<br />

cooling, the rate of contraction slows to that along EF, whose slope is similar<br />

to that of CD found in the crystalline material. The temperature at which the<br />

rate of contraction changes is known as the glass transition temperature<br />

(T g ), and its value depends on the rate of cooling of the glass, being lower at<br />

slower cooling rates.<br />

The glass transition temperature in organic polymers<br />

In a polymer that does not crystallize, at low temperatures, secondary bonds<br />

1.27 Silica tetrahedra in a random network to <strong>for</strong>m a glass.

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