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Metallurgical and Materials Transactions B

, Volume 50, Issue 1, pp 42–51 | Cite as

Feasibility Study of Continuous Casting of Steel Billets in Twin-Belt Caster

  • Pavan Kumar Penumakala
  • Ashok Kumar NallathambiEmail author
  • Eckehard Specht
  • Ulrich Urlau
  • Doug Hamilton
  • Charlie Dykes
Article
  • 80 Downloads

Abstract

Integrated casting and rolling in a series production line is well established for the non-ferrous metals through the use of twin-belt casting technology. However, this twin-belt casting with high mass flow is not yet commercialized in the continuous production of steel alloys. A novel steel casting for the in-line rolling (named LUUP method) is presented and one main focus of this work is to design a casting machine: twin-belt caster. Influence of mass flow rate and dimensional ratio on the solidification, compensation, and total process length is addressed. A gap-dependent belt and dam block side heat transfer is modeled. The admissible casting speed due to the limitations of caster length and shell strength is addressed. The total process length only depends on the mass flow rate. A 2D traveling slice numerical model is presented with realistic boundary conditions for the entire process starting from the meniscus to roll mill entry.

Nomenclature

T

Temperature (\(^{\circ }{\rm C}\))

\(\lambda \)

Thermal conductivity (W/mK)

c

Specific heat (J/kg K)

\(\rho \)

Density (\({\rm kg}/{\rm m}^3\))

a

Thermal diffusivity (\({\rm m}^2/{\rm s}\))

\(\Delta h\)

Latent heat (kJ/kg)

\(\delta \)

Thickness (m)

h

Heat transfer coefficient (\({\rm W}/{\rm m}^2{\rm K}\))

\(\dot{m}\)

Mass flow rate (kg/s)

\(\theta =\frac{T-T_{\rm su}}{T_{\rm in}-T_{\rm su}}\)

Dimensionless temperature

\(\Delta =\frac{\delta }{s/2}\)

Dimensionless solid thickness

B

Billet width (m)

s

Billet thickness (m)

\(V_{\rm c}\)

Casting speed (m/min)

\({\rm Ste}=\frac{c(T_{\rm in}-T_{\rm su})}{\Delta h}\)

Stefan number

\(Fo=\frac{at}{(s/2)^2}\)

Fourier number

\(X=\frac{x}{s/2}\)

Dimensionless coordinate

Subscripts

in

Initial

int

Interface between belt and shell

s

Solidus

l

Liquidus

bin

Belt side contact with liquid metal

bout

Belt side contact with water

w

Dam block side shell

m

Dam block

\({\infty }\)

Ambient

c

Coating

sh

Shell

b

Belt

a

Air

Notes

Acknowledgments

The financial support provided by the German Science Foundation (DFG) through graduate school GRK 1554 is sincerely acknowledged.

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Copyright information

© The Minerals, Metals & Materials Society and ASM International 2018

Authors and Affiliations

  • Pavan Kumar Penumakala
    • 1
  • Ashok Kumar Nallathambi
    • 2
    Email author
  • Eckehard Specht
    • 3
  • Ulrich Urlau
    • 4
  • Doug Hamilton
    • 5
  • Charlie Dykes
    • 5
  1. 1.Birla Institute of Technology and Science - Pilani, Hyderabad CampusHyderabadIndia
  2. 2.Department of Mechanical EngineeringNational Institute of TechnologyTiruchirappalliIndia
  3. 3.Otto von Guericke University MagdeburgMagdeburgGermany
  4. 4.Urlau Innomanagement GmbHKriensSwitzerland
  5. 5.Hazelett CorporationColchesterUSA

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