Publication result detail

A numerical model of the crystallization of pure aluminium

KAVIČKA, F.; ŠTĚTINA, J.; SEKANINA, B.; STRÁNSKÝ, K.; HEGER, J.; DOBROVSKÁ, J.

Original Title

A numerical model of the crystallization of pure aluminium

English Title

A numerical model of the crystallization of pure aluminium

Type

Paper in proceedings (conference paper)

Original Abstract

The character of primary crystallization was investigated on a simple cylindrical sample, crystalliying in a cast-iron mould pre-heated to various temperatures. The experimental research comprised the measurement of temperatures using the termocouples, the evaluation of the experimentally acquired temperature gradients and the shift rate of the phase transition interface. The authors have discovered a new criterion, which predict the macro-structure.

English abstract

The character of primary crystallization was investigated on a simple cylindrical sample, crystalliying in a cast-iron mould pre-heated to various temperatures. The experimental research comprised the measurement of temperatures using the termocouples, the evaluation of the experimentally acquired temperature gradients and the shift rate of the phase transition interface. The authors have discovered a new criterion, which predict the macro-structure.

Keywords

crystallization;temperature field;numerical model;macro-structure

Key words in English

crystallization;temperature field;numerical model;macro-structure

Authors

KAVIČKA, F.; ŠTĚTINA, J.; SEKANINA, B.; STRÁNSKÝ, K.; HEGER, J.; DOBROVSKÁ, J.

Released

01.12.2005

Publisher

WIT Press

Location

Cambridge

ISBN

1-84564-027-6

Book

Fluid Structure Interaction and Moving Boundary Problems

Volume

84

Number

1

Pages from

619

Pages to

629

Pages count

11

BibTex

@inproceedings{BUT20465,
  author="František {Kavička} and Josef {Štětina} and Bohumil {Sekanina} and Karel {Stránský} and Jaromír {Heger} and Jana {Dobrovská}",
  title="A numerical model of the crystallization of pure aluminium",
  booktitle="Fluid Structure Interaction and Moving Boundary Problems",
  year="2005",
  volume="84",
  number="1",
  pages="619--629",
  publisher="WIT Press",
  address="Cambridge",
  isbn="1-84564-027-6"
}