2009
DOI: 10.1088/0965-0393/17/5/055011
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Predicting the constitutive behavior of semi-solids via a direct finite element simulation: application to AA5182

Abstract: The methodology of direct finite element (FE) simulation was used to predict the semi-solid constitutive behavior of an industrially important aluminummagnesium alloy, AA5182. Model microstructures were generated that detail key features of the as-cast semi-solid: equiaxed-globular grains of random size and shape, interconnected liquid films, and pores at the triple-junctions. Based on the results of over fifty different simulations, a model-based constitutive relationship which includes the effects of the key… Show more

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Cited by 24 publications
(21 citation statements)
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References 48 publications
(108 reference statements)
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“…The key feature for predicting hot tearing using the Pore Fraction hot tearing model is the alloy's constitutive behaviour since this controls the development of the strain rate tensor within the mushy zone. As reported in [13], the modified Ludwik equation developed by Alankar and Wells [27 ] is used to simulate the constitutive behavior of the alloy at temperatures below the solidus temperature, while the constitutive behaviour between the solidus temperature (796.15 K (523˚C)) and the temperature for mechanical coalescence (875.15 K (602 ˚C)) is simulated based on microstructure and fraction solid according to a model proposed by Phillion et al [28] Above the temperature for mechanical coalescence, a low constant yield strength is specified, matching the yield strength values calculated with the model proposed by Phillion et al [28] at the temperature for mechanical coalescence.…”
Section: Coupled Thermal-mechanical DC Casting Modelmentioning
confidence: 99%
“…The key feature for predicting hot tearing using the Pore Fraction hot tearing model is the alloy's constitutive behaviour since this controls the development of the strain rate tensor within the mushy zone. As reported in [13], the modified Ludwik equation developed by Alankar and Wells [27 ] is used to simulate the constitutive behavior of the alloy at temperatures below the solidus temperature, while the constitutive behaviour between the solidus temperature (796.15 K (523˚C)) and the temperature for mechanical coalescence (875.15 K (602 ˚C)) is simulated based on microstructure and fraction solid according to a model proposed by Phillion et al [28] Above the temperature for mechanical coalescence, a low constant yield strength is specified, matching the yield strength values calculated with the model proposed by Phillion et al [28] at the temperature for mechanical coalescence.…”
Section: Coupled Thermal-mechanical DC Casting Modelmentioning
confidence: 99%
“…Although this methodology is relatively easy to implement in FE and has the advantage of minimizing false strain accumulation in the semi-solid, its main drawback is that there is no link to microstructural features. Recently, a new constitutive equation for semi-solid AA5182 has been proposed by Phillion et al [20] that takes advantage of the benefits of the Ludwik equation formulation within an FE simulation while also including microstructural features. The reader is referred to [20] for further details of the formulation of this constitutive law, along with its validation.…”
Section: Introductionmentioning
confidence: 99%
“…Recently, a new constitutive equation for semi-solid AA5182 has been proposed by Phillion et al [20] that takes advantage of the benefits of the Ludwik equation formulation within an FE simulation while also including microstructural features. The reader is referred to [20] for further details of the formulation of this constitutive law, along with its validation. In this law,…”
Section: Introductionmentioning
confidence: 99%
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“…Verne`de et al [17,18] have used this 2D granular approach to simulate the fluid flow caused by grain movement and solidification shrinkage in an Al-Cu alloy. Phillion et al, [19,20] using a similar approach based on 2D granular geometry, predicted the mechanical behavior of an equiaxed granular semisolid Al-Mg alloy.…”
Section: Introductionmentioning
confidence: 99%