JOURNAL ARTICLE

Numerical analysis of neck propagation in polymeric materials. Part 1 – Neck propagation behaviour of poly (ethylene terephthalate) film

Chisato NonomuraKaori YamashitaKatsuya ItoT. SuzukiH. IshiharaAkihito NakaiAtsushi YokoyamaToshiro Yamada

Year: 2001 Journal:   Plastics Rubber and Composites Macromolecular Engineering Vol: 30 (10)Pages: 468-476   Publisher: Taylor & Francis

Abstract

AbstractNeck formation and propagation in poly (ethylene terephthalate) (PET) films have been investigated using finite element analysis (FEA). First, the criteria for the occurrence of neck propagation are examined and a unique constitutive law for polymers is proposed. Neck propagation is associated with a steep rise of the tangent modulus in the plastic deformation region. The ability of the specimen to form a neck is determined by the ratio of the yield stress to the tangent modulus immediately after the yield point. Next, the characteristic load–displacement behaviour in neck formation and propagation is investigated using FEA. Finally, numerical results are compared with experimental data. The calculated values agree with experimental data on load–displacement behaviour, especially for the decrease in load immediately after yield. An apparent constitutive law representing the load–displacement behaviour of PET film has been successfully obtained. By comparing the experimental results with numerical predictions of the neck localisation and propagation process, it is shown that the decrease in load is related to the recovery of deformation in the region outside the neck.

Keywords:
Materials science Tangent modulus Composite material Deformation (meteorology) Yield (engineering) Finite element method Tangent Displacement (psychology) Constitutive equation Modulus Dissipation factor Stress (linguistics) Structural engineering Geometry Mathematics

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8
Cited By
1.37
FWCI (Field Weighted Citation Impact)
13
Refs
0.87
Citation Normalized Percentile
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Citation History

Topics

Geotechnical Engineering and Underground Structures
Physical Sciences →  Engineering →  Civil and Structural Engineering
Material Properties and Processing
Physical Sciences →  Engineering →  Mechanics of Materials

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