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QwikConnect April 2008
2
The Future is Here, and It’s Made of Plastic
F
or many people, “plastic” means “cheap and
breakable.” But when engineers search for new
ways to enhance weight savings, corrosion
resistance, shock and vibration dampening and
stealth they immediately turn to plastic—the only
alternative material capable of meeting, and beating,
the established performance levels of aluminum,
brass, titanium and steel.
The name “plastic” refers to the ability to
form or shape a material, or to the moldability a
material adopts under forces such as pressure or
heat. Engineers often use the term “polymer” when
referring to plastic materials, because it more clearly
describes how many (poly) chemical units (mers)
form up in complex chains to create modern plastic
resins. “Thermoplastics” are polymer materials that
melt to a liquid when heated and form into a hard,
dimensionally stable shape when cooled.
Thermoplastic polymers are created by
subjecting various chemical and petroleum-based
ingredients to heat and pressure in sealed vessels.
Specifi c chemical additives control how the polymer
is formed and contribute to its performance in such
areas as surface hardness and fl ame resistance.
The process of mixing base materials with chemical
additives to create specifi c types of plastic resins
is called “polymerization.” The resulting plastic
materials can be classifi ed in various ways—by
chemical or physical structure, by strength or thermal
performance and by optical or electrical properties.
Resin Morphology
When polymer resins are combined with glass
fi bers, or other structural materials, the resultant
“composite” material can deliver truly amazing levels
of performance. Since over sixty thermoplastic
base-resins can be used to produce composites, it
is helpful to understand a little about resin chemistry
and morphology as a baseline for understanding
the properties of the different grades of composite
plastics. Although “morphology” sounds complicated,
it can simply be viewed as the orientation the
molecules take when they go from the liquid to solid
state during processing, such as injection molding.
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A thermoplastic resin is either amorphous, having
a random molecular orientation, or semi-crystalline,
having ordered or crystalline regions of molecules
dispersed within the random amorphous molecules.
Morphology choice depends on application, as there
are advantages for each material type.
The most signifi cant structural classifi cation for
polymers has to do with their shape at the molecular
level. Polymers whose long, linear shaped molecules
fold tightly together into packed and ordered areas
Thermoplastic polymers are created by subjecting various
chemicals and petroleum-based ingredients to heat and
pressure in sealed vessels. The materials shown here have
been formed into shapes suitable for machining.
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