Statistical polymer method: Modeling of macromolecules and aggregates with branching and crosslinking, formed in random processes

The statistical polymer method is based on the consideration of averaged structures of all possible macromolecules of the same weight. One has derived equations allowing evaluation of all additive parameters of macromolecules and their systems. The statistical polymer method allows modeling of branc...

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Main Authors: Freddy A. Romm, Oleg L. Figovsky
Format: Article
Language:English
Published: Wiley 1998-01-01
Series:Discrete Dynamics in Nature and Society
Subjects:
Online Access:http://dx.doi.org/10.1155/S1026022698000181
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author Freddy A. Romm
Oleg L. Figovsky
author_facet Freddy A. Romm
Oleg L. Figovsky
author_sort Freddy A. Romm
collection DOAJ
description The statistical polymer method is based on the consideration of averaged structures of all possible macromolecules of the same weight. One has derived equations allowing evaluation of all additive parameters of macromolecules and their systems. The statistical polymer method allows modeling of branched crosslinked macromolecules and their systems in equilibrium or non-equilibrium. The fractal consideration of statistical polymer allows modeling of all kinds of random fractal and other objects studied by fractal theory. The statistical polymer method is applicable not only to polymers but also to composites, gels,associates in polar liquids and other aggregates.
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issn 1026-0226
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publishDate 1998-01-01
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series Discrete Dynamics in Nature and Society
spelling doaj-art-6b34542d10f8440789ef0566c3b8ce462025-02-03T01:27:48ZengWileyDiscrete Dynamics in Nature and Society1026-02261607-887X1998-01-012320320810.1155/S1026022698000181Statistical polymer method: Modeling of macromolecules and aggregates with branching and crosslinking, formed in random processesFreddy A. Romm0Oleg L. Figovsky1Department of Chemical Engineering, Technion-IIT, Haifa, IsraelEurotech Ltd., Rochville, USAThe statistical polymer method is based on the consideration of averaged structures of all possible macromolecules of the same weight. One has derived equations allowing evaluation of all additive parameters of macromolecules and their systems. The statistical polymer method allows modeling of branched crosslinked macromolecules and their systems in equilibrium or non-equilibrium. The fractal consideration of statistical polymer allows modeling of all kinds of random fractal and other objects studied by fractal theory. The statistical polymer method is applicable not only to polymers but also to composites, gels,associates in polar liquids and other aggregates.http://dx.doi.org/10.1155/S1026022698000181Branched polymersBranched structuresBranched aggregatesBranching and crosslinkingRandom chaosRandom structureRandom fractalNon-equilibrium.
spellingShingle Freddy A. Romm
Oleg L. Figovsky
Statistical polymer method: Modeling of macromolecules and aggregates with branching and crosslinking, formed in random processes
Discrete Dynamics in Nature and Society
Branched polymers
Branched structures
Branched aggregates
Branching and crosslinking
Random chaos
Random structure
Random fractal
Non-equilibrium.
title Statistical polymer method: Modeling of macromolecules and aggregates with branching and crosslinking, formed in random processes
title_full Statistical polymer method: Modeling of macromolecules and aggregates with branching and crosslinking, formed in random processes
title_fullStr Statistical polymer method: Modeling of macromolecules and aggregates with branching and crosslinking, formed in random processes
title_full_unstemmed Statistical polymer method: Modeling of macromolecules and aggregates with branching and crosslinking, formed in random processes
title_short Statistical polymer method: Modeling of macromolecules and aggregates with branching and crosslinking, formed in random processes
title_sort statistical polymer method modeling of macromolecules and aggregates with branching and crosslinking formed in random processes
topic Branched polymers
Branched structures
Branched aggregates
Branching and crosslinking
Random chaos
Random structure
Random fractal
Non-equilibrium.
url http://dx.doi.org/10.1155/S1026022698000181
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