Tomasz A. Kowalewski / Dominique Gobin (eds.)

Phase Change with Convection: Modelling and Validation

Herausgegeben:Kowalewski, Tomasz A.; Gobin, Dominique

• Broschiertes Buch

Produktbeschreibung

Solid-liquid phase change phenomena are present in a large number of industrial applications and natural processes like material processing, crystal growth, heat storage, icebergs or magma eruption. Numerical modelling of strongly non-linear, moving boundary, thermal and fluid flow problems is a challenging task. The book gives a review of modelling methods of phase change problems, numerical and experimental methods used in the field. It combines experience of theoreticians with those using numerical tools for modelling problems of solidification. It offers researchers and engineers knowledge and critical assessment of numerical approaches, physical models and validation methods used in the field of modelling industrial problems. The book collects in an unique way most recent knowledge on modelling of phase change problems, from micro scale problems and the interface (growth of dendrites) to macro scale models.

Produktdetails

• CISM Courses and Lectures, International Centre for Mechanical Sciences 449
• Verlag: Springer / Springer Vienna / Springer, Wien
• Artikelnr. des Verlages: 10984598, 978-3-211-20891-5
• 2004
• Seitenzahl: 284
• Erscheinungstermin: 16. Juni 2004
• Englisch
• Abmessung: 244mm x 170mm x 16mm
• Gewicht: 484g
• ISBN-13: 9783211208915
• ISBN-10: 3211208917
• Artikelnr.: 13059704

Autorenporträt

Tomasz A. Kowalewski, Academy of Sciences, Warsaw, Poland / Dominique Gobin, Campus Universitaire, Orsay, France

Inhaltsangabe

Preface.-Solidification Microstructure, Dendrites and Convection (G. Amberg).-Microscopic-Macroscopic Modelling of Transport Phenomena During Solidification in Heterogeneous Systems (P. Furmanski).-Natural Convection at a Solid-Liquid Phase Change Interface (D. Gobin).-Experimental Methods for Quantitative Analysis of Thermally Driven Flows (T. Kowalewski).-Modelling Methodologies for Convection-Diffusion Phase-Change Problems (F. Stella, M. Giangi).