4 edition of A self-contained, automated methodology for optimal flow control validated for transition delay found in the catalog.
A self-contained, automated methodology for optimal flow control validated for transition delay
by Institute for Computer Applications in Science and Engineering, NASA Langley Research Center, National Technical Information Service, distributor in Hampton, VA, [Springfield, Va
Written in English
|Statement||Ronald D. Joslin ... [et al.].|
|Series||ICASE report -- no. 95-64., NASA contractor report -- 198215., NASA contractor report -- NASA CR-198215.|
|Contributions||Joslin, Ronald D., Institute for Computer Applications in Science and Engineering.|
|The Physical Object|
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Get this from a library. A self-contained, automated methodology for optimal flow control validated for transition delay. [Ronald D Joslin; Institute for Computer Applications in Science and Engineering.;]. A self-contained, automated methodology for active flow control is described, which couples the time-dependent Navier-Stokes system with an adjoint Navier-Stokes system and optimality conditions.
Linear optimal control theory is used for obtaining stabilizing feedback control systems. An expression for the region of stability of the system is derived. A Self-Contained, Automated Methodology for Optimal Flow Control Validated for Transition Delay,” AIAA J., 35, pp.
Cited by: Active control of instabilities in laminar boundary-layer flow -- part II: use of sensors and spectral 16 controller. AIAA Journal, 33, Joslin, R., Eriebacher, G., & Hussaini, M. Active control of instabilities in laminar boundary-layer flow -- overview and concept validation.
JOURNAL OF FLUIDS ENGINEERING, A reduced finite difference scheme based on singular value decomposition and proper orthogonal decomposition for Burgers equation M.Y.
HussainiA self-contained automated methodology for optimal flow control validated for transition delay. AIAA Journal, 35 (), pp. Cited by: Review of Some Fundamentals of Data Processing. Authors; Authors and affiliations; A reduced-order approach for optimal control of fluids using proper orthogonal decomposition, Int.
Numer. A self-contained, automated methodology for optimal flow control validated for transition delay, ICASE Rep.1–31 () Google Scholar. A Self-Contained, Automated Methodology for Optimal Flow Control Validated for Transition Delay (ICASE Report ).
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