2018
DOI: 10.1515/secm-2017-0244
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Study of one-dimensional cure simulation applicable conditions for thick laminates and its comparison with three-dimensional simulation

Abstract: The comparison of one- and three-dimensional cure simulation of thick thermoset matrix laminates was conducted in this study. The applicable conditions of one-dimensional cure simulation were investigated. The transient heat conduction equation coupled to the cure kinetics was solved numerically using one- and three-dimensional finite element analysis. The evolution of temperature and degree of cure of the laminates during the curing process obtained by the simulation agreed well with the published experimenta… Show more

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Cited by 15 publications
(4 citation statements)
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“…Assuming a generic temperature cycle that is imposed on all nodes, the thermal shrinkage may be underestimated by the model due to the exclusion of temporary temperature increases by the heat generated as a consequence of the exothermal curing reaction. Since this most likely occurs at higher curing temperatures (and thus higher reaction rates δξδt, the generated specific heat q˙HRδξδt, where HR represents the total reaction enthalpy 64 ), this may cause deviations at a temperature of 120°C. Also, the underlying numerical model considers no plasticity and damage of resin and fiber-matrix-interface which may result in a divergence between the numerical and the experimental data.
Figure 12.Transmitted light photographic images of the manufactured components.
…”
Section: Resultsmentioning
confidence: 99%
“…Assuming a generic temperature cycle that is imposed on all nodes, the thermal shrinkage may be underestimated by the model due to the exclusion of temporary temperature increases by the heat generated as a consequence of the exothermal curing reaction. Since this most likely occurs at higher curing temperatures (and thus higher reaction rates δξδt, the generated specific heat q˙HRδξδt, where HR represents the total reaction enthalpy 64 ), this may cause deviations at a temperature of 120°C. Also, the underlying numerical model considers no plasticity and damage of resin and fiber-matrix-interface which may result in a divergence between the numerical and the experimental data.
Figure 12.Transmitted light photographic images of the manufactured components.
…”
Section: Resultsmentioning
confidence: 99%
“…The shrinkage strain produced by the chemical reaction can be obtained from the volume change rate which is related to the curing degree. And the chemical shrinkage strain during curing can be described as Equation (13) [32].…”
Section: Parameter Determinationmentioning
confidence: 99%
“…The shrinkage strain produced by the chemical reaction can be obtained from the volume change rate which is related to the curing degree. And the chemical shrinkage strain during curing can be described as Equation () [32]. εch(α)=11Vch()ααgel3 ${\varepsilon }_{\text{ch}}(\alpha )=1-\sqrt[3]{1-{V}_{\text{ch}}\left(\alpha -{\alpha }_{\text{gel}}\right)}$ where ε ch is the chemical shrinkage strain, and the volume shrinkage V ch is −0.02.…”
Section: Curing Deformation Modulementioning
confidence: 99%
“…Similarly, Guo et al used a one-dimensional numerical model and found that conventional cure cycles should be modified for thick laminates [16]. Ren et al showed that a one-dimensional model can give valid predictions for laminates with a high span-to-thickness ratio (e.g., thin laminates) [17]. Limitations of one-dimensional models resulted in the need for accurate threedimensional models.…”
Section: Introductionmentioning
confidence: 99%