Hybrid Lattice Particle Modelling Approach for Polymeric Materials Subject to High Strain Rate Loads

Hybrid Lattice Particle modelling (HLPM) is an innovative particular dynamics approach that is established based on a combination of the particle modelling (PM) technique together with the conventional lattice modelling (LM) theory. It is developed for the purpose of simulating the dynamic fragmenta...

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Main Authors: Peter Radziszewski, Ahmed Al-Ostaz, Martin Ostoja-Starzewski, Alexander H.-D. Cheng, Ge Wang
Format: Article
Language:English
Published: MDPI AG 2010-03-01
Series:Polymers
Subjects:
Online Access:http://www.mdpi.com/2073-4360/2/1/3/
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spelling doaj-f822a324f4214f3c86a6fa5d9999ce452020-11-25T01:50:50ZengMDPI AGPolymers2073-43602010-03-012133010.3390/polym2010003Hybrid Lattice Particle Modelling Approach for Polymeric Materials Subject to High Strain Rate LoadsPeter RadziszewskiAhmed Al-OstazMartin Ostoja-StarzewskiAlexander H.-D. ChengGe WangHybrid Lattice Particle modelling (HLPM) is an innovative particular dynamics approach that is established based on a combination of the particle modelling (PM) technique together with the conventional lattice modelling (LM) theory. It is developed for the purpose of simulating the dynamic fragmentation of solids under high strain rate loadings at macroscales with a varying Poisson's ratio. HLPM is conceptually illustrated by fully dynamic particles (or “quasi-particles”) placed at the nodes of a lattice network without explicitly considering their geometric size. The interaction potentials among the particles can employ either linear (quadratic) or nonlinear (Leonard-Jones or strain rate dependent polynomial) type as the axial/angular linkage. The defined spring constants are then mapped into lattice system, which are in turn matched with the material’s continuum-level elastic moduli, strength, Poisson's ratio and mass density. As an accurate dynamic fracture solver of materials, HLPM has its unique advantages over the other numerical techniques which are mainly characterized as easy preparation of inputs, high computation efficiency, ability of post-fracture simulation and a multiscale model, etc., This paper is to review the successful HLPM studies of dynamic fragmentation of polymeric materials with good accuracy. Polymeric materials, including nylon 6-6, vinyl ester and epoxy, are accounted for under the loading conditions of tension, indentation and punctuation. In addition, HLPM of wave propagation and wave induced fracture study is also reviewed. http://www.mdpi.com/2073-4360/2/1/3/hybrid lattice particle modelinghigh strain rate loaddynamic fracturewave propagationpolymeric materialsspall crack
collection DOAJ
language English
format Article
sources DOAJ
author Peter Radziszewski
Ahmed Al-Ostaz
Martin Ostoja-Starzewski
Alexander H.-D. Cheng
Ge Wang
spellingShingle Peter Radziszewski
Ahmed Al-Ostaz
Martin Ostoja-Starzewski
Alexander H.-D. Cheng
Ge Wang
Hybrid Lattice Particle Modelling Approach for Polymeric Materials Subject to High Strain Rate Loads
Polymers
hybrid lattice particle modeling
high strain rate load
dynamic fracture
wave propagation
polymeric materials
spall crack
author_facet Peter Radziszewski
Ahmed Al-Ostaz
Martin Ostoja-Starzewski
Alexander H.-D. Cheng
Ge Wang
author_sort Peter Radziszewski
title Hybrid Lattice Particle Modelling Approach for Polymeric Materials Subject to High Strain Rate Loads
title_short Hybrid Lattice Particle Modelling Approach for Polymeric Materials Subject to High Strain Rate Loads
title_full Hybrid Lattice Particle Modelling Approach for Polymeric Materials Subject to High Strain Rate Loads
title_fullStr Hybrid Lattice Particle Modelling Approach for Polymeric Materials Subject to High Strain Rate Loads
title_full_unstemmed Hybrid Lattice Particle Modelling Approach for Polymeric Materials Subject to High Strain Rate Loads
title_sort hybrid lattice particle modelling approach for polymeric materials subject to high strain rate loads
publisher MDPI AG
series Polymers
issn 2073-4360
publishDate 2010-03-01
description Hybrid Lattice Particle modelling (HLPM) is an innovative particular dynamics approach that is established based on a combination of the particle modelling (PM) technique together with the conventional lattice modelling (LM) theory. It is developed for the purpose of simulating the dynamic fragmentation of solids under high strain rate loadings at macroscales with a varying Poisson's ratio. HLPM is conceptually illustrated by fully dynamic particles (or “quasi-particles”) placed at the nodes of a lattice network without explicitly considering their geometric size. The interaction potentials among the particles can employ either linear (quadratic) or nonlinear (Leonard-Jones or strain rate dependent polynomial) type as the axial/angular linkage. The defined spring constants are then mapped into lattice system, which are in turn matched with the material’s continuum-level elastic moduli, strength, Poisson's ratio and mass density. As an accurate dynamic fracture solver of materials, HLPM has its unique advantages over the other numerical techniques which are mainly characterized as easy preparation of inputs, high computation efficiency, ability of post-fracture simulation and a multiscale model, etc., This paper is to review the successful HLPM studies of dynamic fragmentation of polymeric materials with good accuracy. Polymeric materials, including nylon 6-6, vinyl ester and epoxy, are accounted for under the loading conditions of tension, indentation and punctuation. In addition, HLPM of wave propagation and wave induced fracture study is also reviewed.
topic hybrid lattice particle modeling
high strain rate load
dynamic fracture
wave propagation
polymeric materials
spall crack
url http://www.mdpi.com/2073-4360/2/1/3/
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