18 results with keyword: 'drag reduction by laminar flow control'
Keywords: drag reduction; laminar flow control; boundary layer suction; transition; aircraft design.. Introduction and Aim of
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Drag reduction by laminar flow - simplified suction systems - in-flight skin friction sensors. - anti-contamination
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• SARGE is an instrumented wing glove designed to demonstrate hybrid laminar flow control on both the pressure and suction sides of the glove. P i
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In our 2005 report, we recommended that priority be given to research into drag reduction by laminar flow control, including (a) NLFC, (b) HLFC (particularly technologies and
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Flow control, Drag reduction, Force reduction, Shear flow, Couette flow, Low Reynolds number flows, Periodic heating, Spatial heating, Grooves, Surface
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Moreover, according to the analysis of water state by the Hailwood-Horrobin equation, it was shown that the func- tion of dissolved water to the fluidity is almost identical for
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Turbulent Boundary Layer Control (TBLC) for skin-friction drag reduction is a relatively new technology made possible through the advances in computational-simulation
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So, although it is well understood that the reduction of skin friction, either by laminar flow control or by control of near-wall turbulent structures, will
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An educational practitioner preparation program that is operated by a school that applies to register the program in accordance with this chapter must be accredited by an agency
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When the streamwise flow is turbulent, the laminar generalized Stokes layer solution describes well the space-averaged turbulent spanwise flow, provided that the phase speed of the
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Experimental study on the effect of drag reducing polymer on flow patterns and drag reduction in a horizontal oil–water flow. Polymer and surfactant drag reduction in turbulent flows:
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rates limit nutrient mass now rates through so il. Fu nk and Vitousek.. decreased pho to. itrogen produ c tivity was hi g hest at high. Fast - growing plants wilh hi g
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related to modification of the streamwise vortices ( ω 0 x and ω y 0 ). The distance between the maximum and minimum ω x 0 + locations can be interpreted as the average radius
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Through direct numerical simulations in a channel flow (plane Poiseuille) geometry, the underlying drag-reduction mechanisms of three flow-control strategies, namely
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The effects of grooves on the pressure losses were assessed by determining the additional pressure gradient required to maintain the same flow rate through the
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Therefore, the aim of this study is to clarify the three-dimensional flow field around the circular cylinder members forming the square biplane grid by means of the measurement
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The normalised skin-friction at the beginning of the control is shown in figure 7.1(a). Two features can be seen: 1) spanwise wall oscillation is more efficient than spanwise
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