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Books > Professional & Technical > Industrial chemistry & manufacturing technologies > Industrial chemistry
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Interfacial Wave Theory of Pattern Formation in Solidification - Dendrites, Fingers, Cells and Free Boundaries (Hardcover, 2nd ed. 2017)
Loot Price: R4,390
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Interfacial Wave Theory of Pattern Formation in Solidification - Dendrites, Fingers, Cells and Free Boundaries (Hardcover, 2nd ed. 2017)
Series: Springer Series in Synergetics
Expected to ship within 10 - 15 working days
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This comprehensive work explores interfacial instability and
pattern formation in dynamic systems away from the equilibrium
state in solidification and crystal growth. Further, this
significantly expanded 2nd edition introduces and reviews the
progress made during the last two decades. In particular, it
describes the most prominent pattern formation phenomena commonly
observed in material processing and crystal growth in the framework
of the previously established interfacial wave theory, including
free dendritic growth from undercooled melt, cellular growth and
eutectic growth in directional solidification, as well as viscous
fingering in Hele-Shaw flow. It elucidates the key problems,
systematically derives their mathematical solutions by pursuing a
unified, asymptotic approach, and finally carefully examines these
results by comparing them with the available experimental results.
The asymptotic approach described here will be useful for the
investigation of pattern formation phenomena occurring in a much
broader class of inhomogeneous dynamical systems. In addition, the
results on global stability and selection mechanisms of pattern
formation will be of particular interest to researchers working on
material processing and crystal growth. The stability mechanisms of
a curved front and the pattern formation have been fundamental
subjects in the areas of condensed-matter physics, materials
science, crystal growth, and fluid mechanics for some time now.
This book offers a stimulating and insightful introduction for all
physicists, engineers and applied mathematicians working in the
fields of soft condensed-matter physics, materials science,
mechanical and chemical engineering, fluid dynamics, and nonlinear
sciences.
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