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Titlebook: An Informal Conceptual Introduction to Turbulence; Second Edition of An Arkady Tsinober Book 2009Latest edition Springer Science+Business M

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期刊全称An Informal Conceptual Introduction to Turbulence
期刊简称Second Edition of An
影响因子2023Arkady Tsinober
视频video
发行地址Conceptual and problematic aspects.Misconceptions and unresolved issues rather than conventional formalistic aspects and models.Emphasis on physical phenomena and observations
学科分类Fluid Mechanics and Its Applications
图书封面Titlebook: An Informal Conceptual Introduction to Turbulence; Second Edition of An Arkady Tsinober Book 2009Latest edition Springer Science+Business M
影响因子.This book is a second completely revised edition of An Informal Introduction to Turbulence. The main emphasis is on conceptual and problematic aspects, physical phenomena, observations, misconceptions and unresolved issues rather than on conventional formalistic aspects, models, etc. Apart from the obvious fundamental importance of turbulent flows such an emphasis is a consequence of the view that without corresponding progress in fundamental aspects there is little chance for progress in any applications such as drag reduction, mixing, control and modeling of turbulence. More generally there is a desperate need for physical fundamentals of the technological processes in which turbulence plays a central role...The conceptual issues are made dominant in this second edition. This required to address in more detail those misconceptions which are the consequence of the profound difficulties of the subject and which travel from one publication to another. A new chapter titled Analogies, misconceptions and ill defined concepts was added along with a number of new sections on such topics as ergodicity, Eulerian versus Lagrangian descriptions, on validation of theories, on anomalous scali
Pindex Book 2009Latest edition
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https://doi.org/10.1007/978-3-658-29736-7s. See Monin and Yaglom (1971, 1975), Hinze (1975), Favre et al. (1976) and Lumley (1978). Attractor — A set in the phase space that the system approaches at large times. Invariant under evolution (phase flow).
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Appendix D: Glossary of Some Terms,s. See Monin and Yaglom (1971, 1975), Hinze (1975), Favre et al. (1976) and Lumley (1978). Attractor — A set in the phase space that the system approaches at large times. Invariant under evolution (phase flow).
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