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A Novel Concept for Stratospheric Communications ... - Team-Logic

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assumption results in higher (optimistic) lift to drag ratios <strong>for</strong> the different pitch angles. For the StarLight design,we used turbulent flow assumptions, the most conservative case. Using 3-D mesh models of the StarLight shape,below are the outputs (Figures 9-11) from the CFD calculations assuming the turbulent flow methodology.Figure 9 shows that pitch angles from zero degrees and higher results in positive lift. This means that theStarLight can pitch up to climb above neutral buoyancy using aerodynamic lift. Altitude gained above neutralbuoyancy is energy that is used to accelerate the StarLight in a dive allowing it to recover ground distance lost inhigh velocity wind surges. StarLight’s vertical maneuver is enabled by the aerodynamics of the upper stageballoon shape and functionality of the vehicle’s flight control systems, separating StarLight from other LTAconcepts.Total Lift ForceWindVelocity= 30knotsLift Force (nts) )150010005000-10 -5 0-5005 10 15 20-1000Pitch Angle (deg.)Figure 9. Lift Force vs. Pitch Angle at 30 KnotsFigure 10 shows the drag component <strong>for</strong> pitch angles with 30 knots of head wind. Notice that the drag remainslowest between minus 5 degrees nose low to 7 degrees nose high. This in<strong>for</strong>mation helps to identify pitch changesthat provide the highest lift to drag ratio. The higher the C L -C D ratio, the greater the climb above neutral buoyancy.Zero degrees of pitch provide the least amount of drag to maximize thrust.Total DragForceWindVelocity=30knotsDrag Force (nts)e (350300250200150100500-10 -5 0 5 10 15 20Pitch Angle (deg.)Figure 10. Drag Force Vs. Pitch Angle at 30 knots9American Institute of Aeronautics and Astronautics

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