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courses:207a:aerodynamics [2019/02/20 15:02] evan [Aircraft Stability, Maneuverability, and Controllability] |
courses:207a:aerodynamics [2019/02/20 17:48] (current) evan [Forces During Turns] |
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| {{ :courses:207a:ld_chart_2.jpg?direct&200 |}} | {{ :courses:207a:ld_chart_2.jpg?direct&200 |}} | ||
| + | {{ :courses:207a:vg_diagram.jpg?nolink&400 |}} | ||
| ==== Drag ==== | ==== Drag ==== | ||
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| Skin Friction Drag - | Skin Friction Drag - | ||
| - | ===== Forces During Turns ===== | ||
| + | ==== Lift/Drag Ratios ==== | ||
| + | The lift-to-drag ratio is the lift required for level flight (weight) divided by the drag produced at the airspeed and angle of attack required to produce that lift. The L/D ratio for a particular angle of attack is equal to the power-off glide ratio. | ||
| + | {{ :courses:207a:faa-com-fig3.jpg?nolink&400 |}} | ||
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| + | Problem: Refer to FAA Figure 3. If an airplane glides at an angle of attack of 10°, how much altitude will it lose in 1 mile? | ||
| + | |||
| + | Solution: | ||
| + | - Enter the L/D chart from the bottom at a 10° angle of attack. | ||
| + | - Proceed vertically upward until intersecting the L/D curve. | ||
| + | - Follow the horizontal reference lines to the right to the point of intersection with the glide ratio scale. L/D at 10° angle of attack = 11.0. | ||
| + | - 5,280 feet ÷ 11 = 480 foot altitude loss. | ||
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| + | L/DMAX occurs at the angle of attack that gives maximum glide performance and maximum range in a propeller driven aircraft. At an airspeed slower (or at a higher angle of attack) than needed for | ||
| + | L/DMAX, the glide distance will be reduced due to the increase in induced drag. | ||
| + | ===== Forces During Turns ===== | ||
| + | |||
| + | {{ :courses:207a:turn_load_factors.jpg?400 |}} | ||
| ===== Forces During Climbs/Descents ===== | ===== Forces During Climbs/Descents ===== | ||
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| + | {{ :courses:207a:effects_of_cg.jpg?nolink&600 |}} | ||