A Method for Aircraft Track Simulation
A technology of aircraft and track, applied in the field of air traffic control, can solve the problems of inflexible accuracy, inability to meet the requirements of scientific research experiments and tests, and inaccuracy, so as to improve quality, shorten research and test time, and save manpower and material costs Effect
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[0050] Embodiment one: if figure 1 As shown, a method for aircraft track simulation, including:
[0051] Step 1: The radius of the arc DE is the semi-minor axis b of the ellipsoid, the radius of the arc FG is the semi-major axis a of the ellipsoid, and the arc DG of the ellipse is a part of the longitude line of the ellipsoid. Point K is the projection point of the aircraft on the ellipsoid, the longitude coordinate is L, the latitude coordinate is B, draw a vertical line from K point to the coordinate axis, and the intersection points are C and M. Point K1 is the intersection of the extension line of CK and the arc FG. kT is a tangent, and KN is perpendicular to KT.
[0052] Step 1: According to the parametric equation of the ellipse:
[0053] (1)
[0054] From the formula (1) can get: (2)
[0055] Step 2: by figure 1 It can be seen that KT is the tangent line of point K on the ellipse, and its slope is formula (3),
[0056] (3)
[0057] Step 3: Get formula (4) ...
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