JSBSim Aerodynamics: Difference between revisions

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* '''Stall''' - A 'stall' is generally regarded as a loss of lift due to flow separation over the top of a wing, however, examination of lift polar for an airfoil over a full 360 degrees shows that significant amounts of lift are NOT lost as the stall occurs. The biggest aerodynamic effect of a stall is a large and rapid increase in drag.
* '''Stall''' - A 'stall' is generally regarded as a loss of lift due to flow separation over the top of a wing, however, examination of lift polar for an airfoil over a full 360 degrees shows that significant amounts of lift are NOT lost as the stall occurs. The biggest aerodynamic effect of a stall is a large and rapid increase in drag.
* '''Spin''' - Spins are caused loss of stability in the Yaw Moment axis. A stock [[Aeromatic]] [[FDM]] yaw section does not take alpha into account when calculating the yaw moment.
* '''Spin''' - Spins are caused loss of stability in the Yaw Moment axis. A stock [[Aeromatic]] [[FDM]] yaw section does not take alpha into account when calculating the yaw moment.
* '''Aerodynamic Reference Point''' - JSBSim provides a way to shift the aerodynamic reference point (AeroRP) forward and aft in response to mach, pitch or other influences. Create a function in the <aerodynamics> section called aero_ref_pt_shift_x or just use the tag <aero_ref_pt_shift_x>. The value this function returns is internally multiplied by the chord entered in the <metrics> section.  
* '''Aerodynamic Reference Point''' - JSBSim provides a way to shift the aerodynamic reference point (AeroRP) forward (negative values) and aft (positive) in response to mach, pitch or other influences. Use the tag <aero_ref_pt_shift_x> in the <aerodynamics> section. The value this tag function returns is internally multiplied by the chord entered in the <metrics> section to get the final shift. You could use this by setting the AeroRP to the leading edge of the wing and use a 1D table indexed by mach starting at .25 chord and getting bigger as the mach number increases to simulate mach tuck.  
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