2011
DOI: 10.1088/0960-1317/21/9/095019
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Effects of polymer melt compressibility on mold filling in micro-injection molding

Abstract: In conventional injection molding, the molten polymer in the filling stage is generally assumed to be incompressible. However, this assumption may not be valid in micro-injection molding, since high injection pressure is normally required to avoid short shots. This paper presents both numerical and experimental investigations on the effects of polymer melt compressibility on mold filling into a micro-thickness impression. The study was conducted on six different part thicknesses ranging from 920 to 370 µm. A h… Show more

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Cited by 21 publications
(17 citation statements)
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“…Ideally, the manufacturing of micro-/nanostructured devices for practical research and applications should fulfill the following requirements: (i) ease of mass production, (ii) low material costs, (iii) high flexibility, (iv) high replication accuracy and (v) good controllability of micro-/nanoscale patterns. Polymer-based replication methods, such as hot embossing (subset of nanoimprint lithography (NIL)) [40][41][42] and injection molding [43][44][45], are compatible with the requirements of low material costs and high replication accuracy. Among these methods, injection molding is more suitable for mass production due to the short cycle times.…”
Section: Introductionmentioning
confidence: 99%
“…Ideally, the manufacturing of micro-/nanostructured devices for practical research and applications should fulfill the following requirements: (i) ease of mass production, (ii) low material costs, (iii) high flexibility, (iv) high replication accuracy and (v) good controllability of micro-/nanoscale patterns. Polymer-based replication methods, such as hot embossing (subset of nanoimprint lithography (NIL)) [40][41][42] and injection molding [43][44][45], are compatible with the requirements of low material costs and high replication accuracy. Among these methods, injection molding is more suitable for mass production due to the short cycle times.…”
Section: Introductionmentioning
confidence: 99%
“…The volume shrinkage induces residual stress, while the viscoelasticity releases a portion of the formed stress. The empirical Tait equation, shown in Equation (4), is used to describe the specific volume, as a function of temperature and pressure [ 11 , 12 ]. The temperature-dependent density in Equation (1), and the coefficient of thermal expansion, can also be deduced from the specific volume: where V 0 and B are calculated from Equations (5)–(7): …”
Section: Theorymentioning
confidence: 99%
“…Thirdly, surface tension resulting from unbalanced forces of the molecules at the material surface may have an influence on the microscale flow . Lastly, microscale elasticity, variable heat transfer coefficients, and compressibility effects exist in µIM and is different from conventional IM, which needs to be included in any computer simulation analysis in order to obtain a more accurate prediction for flow behavior within microfeatures.…”
Section: Simulation Of Variable Heat Transfermentioning
confidence: 99%