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Skin friction coefficient
Skin friction coefficient





A rather resource wasteful solution! Another solution using wire and felt pad scrapers, to as the name suggests, scrape dead insects from the surface of the wing. To protect the leading edge from insect contamination one concept features wrapping the leading edge with paper during take-off, which is then torn-off at higher altitudes. In order to improve on this early design NASA has conducted an array of flight tests on aircraft designed for natural laminar flow (NLF). The North American XP-51 Mustang was the first aircraft to incorporate an NACA laminar-flow airfoil. Furthermore, the air passing through the propeller produces a highly turbulent slipstream which is exacerbated by the vibration of the entire fuselage. Laminar flow is a sensitive phenomenon and the slightest roughness of the aerofoil surface roduced by splattered insects, protruding rivets or imperfections in machining will cause premature transition to turbulent flow before the design condition. On the aircraft however the results of the controlled laboratory tests were never achieved. 003 which was about half of the lowest ever recorded for an aerofoil of similar thickness. In 1938 wind-tunnel tests on the aerofoil recorded a drag coefficient of. With the maximum camber in the middle it was thus possible to maintain a larger percentage of laminar flow over the wing. During the War the Americans and British developed a very slender aerofoil shape, now known as NACA 45-100, with the point of maximum thickness about half-way along the camber line in order to reduce the effects of the adverse pressure gradient. One of the the first aircraft to attempt to take advantage of laminar flow was the WW II fighter P-51 Mustang. For aircraft wings considerable research has been conducted to come up with mechanisms that maintain laminar flow over large parts of the wings and therefore reduce drag, fuel consumption and increase flying speeds. Consequently, laminar flow is generally restricted to a small percentage of the wing around the leading edge. However, at some point from the leading edge the boundary layer will naturally transition to turbulent flow (see example of cigarette smoke), and any curvature in the shape will induce an adverse pressure gradient that can cause boundary layer separation. Overall the minimum resistance of slender shapes (such as aerofoils) to a fluid is attained with an attached laminar boundary layer over the entire surface. In a previous post I introduced the concept of skin-friction and pressure drag, and discussed the contradicting aerodynamic conditions to minimise either of the two types of drag. Something similar happens when you pull wet clothes along your skin.Laminar to Turbulent Transition in Cigarette Smoke This means there will be force slowing down the movement of the bag. Such gradient is always accompanied with friction, acting on both the liquid layers and the bodies in contact with them. This means there will be gradient of velocity in quite a large but thin liquid layer. But water right near the plastic cannot move with respect to that plastic. When the plastic is pulled along the table, the water that is in contact with the table will be attracted to it so much that it cannot move along it, even if the plastic does so. The water will cause the plastic bag to get very close to the table, it will even fill the little pockets of air if the air can escape and the water can get there, and straighten the plastic this is due to net result of capillary forces acting on the water and the air in contact with it Think of a wet plastic bag on flat surface, such as a glass desk. The presence of water makes the fabric much more massive, so it does not change shape as easily when being put on a foot. Water wets the sock, so it fills the little holes in the fabric and won't easily fall off.







Skin friction coefficient