Investigation of turbulent melt flow in a crystal growth system

Dali Wang, Joseph E. Flaherty, Kenneth E. Jansen, Mark Shepherd

Research output: Chapter in Book/Report/Conference proceedingConference contributionpeer-review

Abstract

Melt flows associated with a Czochralski crystal growth process was investigated to better understand the transition from a steady laminar regime to an unsteady one as the Grashof number increases. The kinetic energy of the flow as a function of time was examined as an indication of stability. Three-dimensional solutions were interpolated onto a two-dimensional unstructured mesh to compute the Reynolds average mean flow and its fluctuations. Our simulations showed that the transition to unsteady three-dimensional flow begins at a Grashof number of approximately 3.0 million. At higher Grashof numbers (e.g., 6.6 million), the melt flow is fully unsteady, three-dimensional turbulent flow. The simulations further indicated that the melt flow at a Grashof number of 6.6 million is statistically stable, which suggested the Reynolds quasi-steady assumption is valid in this case.

Original languageEnglish
Title of host publicationProc. - ICPP 2004 on Mobile and Wireless Networking, High Perform. Sci. and Eng. Comput., Netw. Des. and Archit., Opt. Netw. Control and Manage., Ad Hoc and Sensor Netw., Compile and Run Time Tech.
EditorsY. Yang
Pages214-221
Number of pages8
DOIs
StatePublished - 2004
EventProc. -ICPP 2004 on Mobile and Wireless Networking, High Perform. Sci. and Eng. Comput., Netw. Des. and Archit., Opt.Netw. Control and Manage., Ad Hoc and Sensor Netw., Compile and Run Time Tech. for Parallel Comput. - Montreal, Que, Canada
Duration: Aug 15 2004Aug 18 2004

Publication series

NameProceedings of the International Conference on Parallel Processing Workshops
ISSN (Print)1530-2016

Conference

ConferenceProc. -ICPP 2004 on Mobile and Wireless Networking, High Perform. Sci. and Eng. Comput., Netw. Des. and Archit., Opt.Netw. Control and Manage., Ad Hoc and Sensor Netw., Compile and Run Time Tech. for Parallel Comput.
Country/TerritoryCanada
CityMontreal, Que
Period08/15/0408/18/04

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