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Structure of the Polymer Amorphous State (Paperback)
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Structure of the Polymer Amorphous State (Paperback)
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The basic problem of polymer physics is obtaining
aEURO~structure-propertiesaEURO (TM) correlations for their future
application for practical purposes. However, these cannot be
obtained without the development of a quantitative model of the
polymer structure. This problem has been actively investigated
during the last 45 years, which resulted in obtaining a great
amount of experimental (mostly indirect) proofs of existence of the
local order in the polymer amorphous state. Now, the time has come
for creating a structural model of polymer basing based on the
local order ideas. The cluster model, as presented in this
monograph, of the polymer amorphous state structure represents the
realization of such attempts. The development of this cluster model
is based on well-known experimental observation: the behavior of
glassy polymers in the area of stimulated high-elasticity plateau
is described in the framework of rubber elasticity concepts. This
gives an opportunity to present the local order (cluster) zone as a
multifunctional entanglement of the physical network consisting of
several collinear closely packed segments of different
macromolecules (the amorphous analogue of crystallite with extended
chains) and surrounded by a packless matrix. An independent method
for assessing local order zone fraction in the structure has been
elaborated. Segment length in the cluster equals the length of the
chain statistical segment that gives a correlation between
molecular and structural parameters of the polymer. Application of
the cluster model allowed description and obtaining of analytical
aEURO~structure-propertiesaEURO (TM) correlations for many
processes proceeding in polymers: elasticity, yielding,
degradation, transport, some thermodynamic processes, structural
relaxation, plasticization, structural stabilization at
thermo-oxidative degradation, etc. The relation between the cluster
model and some modern physical concepts, for instance fractal
analysis, fluctuation free volume kinetic
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