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- 2011943497 contributor B12425303.
- 2011943497 contributor B12425304.
- 2011943497 created "c2012.".
- 2011943497 date "2012".
- 2011943497 date "c2012.".
- 2011943497 dateCopyrighted "c2012.".
- 2011943497 description "1. Introduction -- 2. Large Eddy simulation -- 3. Approximate deconvolution operators and models -- 4. Phenomenology of ADMs -- 5. Time relaxation truncates scales -- 6. The Leray-deconvolution regularization -- 7. NS-alpha- and NS-omega-deconvolution regularizations -- A. Deconvolution under the no-slip condition and the loss of regularity.".
- 2011943497 description "Includes bibliographical references (p. 175-182) and index.".
- 2011943497 extent "viii, 184 p. :".
- 2011943497 identifier "3642244084".
- 2011943497 identifier "9783642244087".
- 2011943497 identifier 2011943497-d.html.
- 2011943497 identifier 2011943497-t.html.
- 2011943497 isPartOf "Lecture notes in mathematics (Springer-Verlag) ; 2042.".
- 2011943497 isPartOf "Lecture notes in mathematics, 0075-8434 ; 2042".
- 2011943497 issued "2012".
- 2011943497 issued "c2012.".
- 2011943497 language "eng".
- 2011943497 publisher "Heidelberg ; New York : Springer,".
- 2011943497 subject "532/.052701515357 23".
- 2011943497 subject "Inverse problems (Differential equations) Numerical solutions.".
- 2011943497 subject "QA3 .L28 no.2042".
- 2011943497 subject "QA913 .L35 2012".
- 2011943497 subject "Turbulence Mathematical models.".
- 2011943497 tableOfContents "1. Introduction -- 2. Large Eddy simulation -- 3. Approximate deconvolution operators and models -- 4. Phenomenology of ADMs -- 5. Time relaxation truncates scales -- 6. The Leray-deconvolution regularization -- 7. NS-alpha- and NS-omega-deconvolution regularizations -- A. Deconvolution under the no-slip condition and the loss of regularity.".
- 2011943497 title "Approximate deconvolution models of turbulence : analysis, phenomenology and numerical analysis / William J. Layton, Leo G. Rebholz.".
- 2011943497 type "text".