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Title: Synergetics & Fractal Analysis of Polymer Composites Filled with Short Fibers
By (author): G V Kozlov, Yu G Yanovsky, G E Zaikov
ISBN10-13: 1607418649 : 9781607418641
Format: Hardback
Pages: 0
Weight: .654 Kg.
Published: Nova Science Publishers, Inc (US) - April   2012
List Price: 238.99 Pounds Sterling
Availability: In Stock   Qty Available: 3
Subjects: Plastics & polymers technology
The interest in polymer composites study is due to an even greater degree of their application. The filling by hard disperse particulates or fibres gives to polymers a desirable properties number: increases stiffness, reduces thermal expansion coefficient, rises resistance to yield and fracture toughness and so on. Difficulties in research of structure-properties relationships for polymer composites are due to their structure complexity. So, on the elasticity modulus value besides composition a polymer-filler interaction influences. In other words, it is clear even intuitively that for the complete description of such structurally-complex objects as polymer composites it is necessary to account for three groups of factors, namely, polymeric matrix structure, filler structure and level of interaction between them. Up to now the researches of such kind were carried out within the frameworks of continuous mechanics and thermodynamic conceptions. However, these conceptions application does not allow to describe satisfactorily and all the more to predict such materials properties. As a matter of fact, an experimental data set dictates the choice of either structure physical model for macroscopic properties description.
Table of Contents:
Introduction; References to Introduction; The structure of polymer composites filled with short fibers; The rotating electromagnetic field influence on carbon plastics structure; Mechanical properties of polymer composites filled with short fibers; A thermophysical properties of polymer composites; Thermal stability of polymer composites: the description within the frameworks of strange (anomalous) diffusion model; Friction mechanisms and frictional wear of polymer composites; Index.
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