Matches in SemOpenAlex for { <https://semopenalex.org/work/W2089154242> ?p ?o ?g. }
- W2089154242 endingPage "8" @default.
- W2089154242 startingPage "1" @default.
- W2089154242 abstract "Instantaneous velocity and wall shear stress measurements are conducted in a turbulent channel flow in the Kármán number range of Reτ = 74–400. A one-dimensional LDA system is used to measure the streamwise velocity fluctuations, and an electrochemical technique is utilized to measure the instantaneous wall shear stress. For the latter, frequency response and nonuniform correction methods are used to provide an accurate, well-resolved wall statistics database. The Reynolds number dependency of the statistical wall quantities is carefully investigated. The corrected relative wall shear stress fluctuations fit well with the best DNS data available and meet the need for clarification of the small discrepancy observed in the literature between the experimental and numerical results of such quantities. Higher-order statistics of the wall shear stress, spectra, and the turbulence kinetic energy budget at the wall are also investigated. The present paper shows that the electrochemical technique is a powerful experimental method for hydrodynamic studies involving highly unsteady flows. The study brings with it important consequences, especially in the context of the current debate regarding the appropriate scaling as well as the validation of new predictive models of near-wall turbulence." @default.
- W2089154242 created "2016-06-24" @default.
- W2089154242 creator A5005160201 @default.
- W2089154242 creator A5041044595 @default.
- W2089154242 creator A5057367771 @default.
- W2089154242 date "2012-10-01" @default.
- W2089154242 modified "2023-10-09" @default.
- W2089154242 title "Statistical properties of wall shear stress fluctuations in turbulent channel flows" @default.
- W2089154242 cites W1561976317 @default.
- W2089154242 cites W1965126765 @default.
- W2089154242 cites W1968859926 @default.
- W2089154242 cites W1970512329 @default.
- W2089154242 cites W1974402976 @default.
- W2089154242 cites W1975456273 @default.
- W2089154242 cites W1976146786 @default.
- W2089154242 cites W1976668484 @default.
- W2089154242 cites W1983027760 @default.
- W2089154242 cites W1983060582 @default.
- W2089154242 cites W1984565935 @default.
- W2089154242 cites W1984645605 @default.
- W2089154242 cites W1985403081 @default.
- W2089154242 cites W1988196131 @default.
- W2089154242 cites W1994493474 @default.
- W2089154242 cites W2004571351 @default.
- W2089154242 cites W2006536334 @default.
- W2089154242 cites W2008515144 @default.
- W2089154242 cites W2010898766 @default.
- W2089154242 cites W2015769670 @default.
- W2089154242 cites W2015774768 @default.
- W2089154242 cites W2015790304 @default.
- W2089154242 cites W2016147139 @default.
- W2089154242 cites W2025164824 @default.
- W2089154242 cites W2027945316 @default.
- W2089154242 cites W2028353613 @default.
- W2089154242 cites W2029108282 @default.
- W2089154242 cites W2029766790 @default.
- W2089154242 cites W2030106128 @default.
- W2089154242 cites W2036848392 @default.
- W2089154242 cites W2038478072 @default.
- W2089154242 cites W2053013933 @default.
- W2089154242 cites W2055754297 @default.
- W2089154242 cites W2059743232 @default.
- W2089154242 cites W2067967123 @default.
- W2089154242 cites W2068228156 @default.
- W2089154242 cites W2077285447 @default.
- W2089154242 cites W2081535110 @default.
- W2089154242 cites W2087424028 @default.
- W2089154242 cites W2097995054 @default.
- W2089154242 cites W2098417418 @default.
- W2089154242 cites W2114576542 @default.
- W2089154242 cites W2114985649 @default.
- W2089154242 cites W2116341727 @default.
- W2089154242 cites W2129875166 @default.
- W2089154242 cites W2130115099 @default.
- W2089154242 cites W2131537960 @default.
- W2089154242 cites W2131934328 @default.
- W2089154242 cites W2135768099 @default.
- W2089154242 cites W2139247058 @default.
- W2089154242 cites W2145608626 @default.
- W2089154242 cites W2158296088 @default.
- W2089154242 cites W2160903673 @default.
- W2089154242 cites W2564800775 @default.
- W2089154242 cites W2768150430 @default.
- W2089154242 cites W3022101349 @default.
- W2089154242 doi "https://doi.org/10.1016/j.ijheatfluidflow.2012.04.004" @default.
- W2089154242 hasPublicationYear "2012" @default.
- W2089154242 type Work @default.
- W2089154242 sameAs 2089154242 @default.
- W2089154242 citedByCount "33" @default.
- W2089154242 countsByYear W20891542422012 @default.
- W2089154242 countsByYear W20891542422013 @default.
- W2089154242 countsByYear W20891542422014 @default.
- W2089154242 countsByYear W20891542422015 @default.
- W2089154242 countsByYear W20891542422016 @default.
- W2089154242 countsByYear W20891542422017 @default.
- W2089154242 countsByYear W20891542422018 @default.
- W2089154242 countsByYear W20891542422019 @default.
- W2089154242 countsByYear W20891542422020 @default.
- W2089154242 countsByYear W20891542422022 @default.
- W2089154242 crossrefType "journal-article" @default.
- W2089154242 hasAuthorship W2089154242A5005160201 @default.
- W2089154242 hasAuthorship W2089154242A5041044595 @default.
- W2089154242 hasAuthorship W2089154242A5057367771 @default.
- W2089154242 hasConcept C121332964 @default.
- W2089154242 hasConcept C121864883 @default.
- W2089154242 hasConcept C127313418 @default.
- W2089154242 hasConcept C147196274 @default.
- W2089154242 hasConcept C150711758 @default.
- W2089154242 hasConcept C151730666 @default.
- W2089154242 hasConcept C152846280 @default.
- W2089154242 hasConcept C15476950 @default.
- W2089154242 hasConcept C180925781 @default.
- W2089154242 hasConcept C182748727 @default.
- W2089154242 hasConcept C189223162 @default.
- W2089154242 hasConcept C196558001 @default.
- W2089154242 hasConcept C204561356 @default.
- W2089154242 hasConcept C21141959 @default.
- W2089154242 hasConcept C2779343474 @default.