2015
DOI: 10.1016/j.amc.2015.07.011
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Mould-taper asymptotics and air gap formation in continuous casting

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Cited by 11 publications
(8 citation statements)
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“…Therefore, in a process whose boundary conditions and particularly temperature change markedly, the cross‐section slice models have been replaced by longitudinal‐section models, due to accuracy and computation time considerations. This is particularly so in the case of wide slabs and round billets problems, where plain and axisymmetric temperature and displacements assumptions exhibit satisfactory results …”
Section: Solution Of the Efg Formulation For The CC Processmentioning
confidence: 93%
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“…Therefore, in a process whose boundary conditions and particularly temperature change markedly, the cross‐section slice models have been replaced by longitudinal‐section models, due to accuracy and computation time considerations. This is particularly so in the case of wide slabs and round billets problems, where plain and axisymmetric temperature and displacements assumptions exhibit satisfactory results …”
Section: Solution Of the Efg Formulation For The CC Processmentioning
confidence: 93%
“…This work represents a clear example of the importance of the thermal‐mechanical analysis to predict the dangerous cracking zones. On the other hand, Vynnycky and coworkers have formulated a semi‐analytical asymptotic thermal‐mechanical model to predict the formation and evolution of the air gap along a vertical continuous caster of cylindrical geometry. Their work has also been extended in order to include the effect of mold taper.…”
Section: Introductionmentioning
confidence: 99%
“…In [28,29], the interplay of melt superheat and mould taper was considered for an axisymmetric continuous casting geometry, although we just focus on the effect of mould taper itself for one particular value of superheat here. Figure 8a shows the different taper profiles considered; here, M is a dimensionless parameter related to the actual mould taper, in per cent/m, by…”
Section: Air Gap and Mould Tapermentioning
confidence: 99%
“…where α is the thermal expansion coefficient of the metal and ∆T is an appropriate temperature scale for the problem (see [28,29] for exact details). Figure 8b-d shows, respectively, how the position of the solid/air interface (r m ), the position of the solid/air interface (r a ) and the width of the air gap, a g : = r w (z) − r a (z) , vary with z for different values of M. Lastly, Figure 9 gives an idealized result: the minimum taper necessary to avoid any air gap at all, with Figure 8b also showing the profile for r m , denoted there byρ w , that this would correspond to.…”
Section: Air Gap and Mould Tapermentioning
confidence: 99%
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