Method for realizing great circle flight of aircraft in constant height between isometric waypoints
An implementation method and technology of an aircraft, applied in the field of flight control, can solve problems such as complex dynamic models, inconvenient simulation implementation, etc.
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[0044] Now in conjunction with embodiment, accompanying drawing, the present invention will be further described:
[0045] First, the coordinate system that needs to be used is explained as follows:
[0046] 1) Geocentric System (″R d ")
[0047] The origin of the coordinates is the center of the earth, the X-axis is in the equatorial plane and points to the first meridian, the Z-axis points to the North Pole, and the Y-axis is determined by the right-hand rule.
[0048] 2) The local north sky east coordinate system (″R g ")
[0049] The coordinate origin is a selected point on the ground, the X-axis points to its true north direction, the Y-axis points to the sky, and the Z-axis points to its true east direction.
[0050] 3) "R g2 "Coordinate System
[0051] "R g2 The coordinate origin of the "coordinate system is the center of the earth, and each axis points to" R g Each axis of " points to the same correspondingly.
[0052] 4) Theater Coordinate System ("Rc")
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