Lagrange navigation constellations for seamless coverage of moon space, and construction method thereof
A technology of space seamlessness, navigation star, applied in the field of physics
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Embodiment 1
[0068] Example 1: Constructing a Lagrangian Samsung Navigation Constellation that seamlessly covers lunar space
[0069] 1. Calculate the orbit around the moon in the coordinate system of the centroid of the earth-moon system around the moon
[0070] For a circumlunar orbit with a given orbital radius range and orbital inclination angle range, calculate its circumlunar surface in the Earth-Moon system centroid rendezvous coordinate system, so as to obtain the required coverage area.
[0071] In the process of constructing the Samsung Navigation Constellation, we use the following dimensionless unit system:
[0072] [ M ] = m 1 + m 2 , [ L ] = P 1 P 2 , [ T ] = ...
Embodiment 2
[0128] Example 2: Constructing a Lagrangian four-star navigation constellation that seamlessly covers lunar space
[0129] Although the earth-moon system L 2,4,5 The Samsung navigation constellation has been able to achieve continuous full coverage of orbits around the moon with various inclinations, but the image 3 It can be seen from the specific coverage area shown that the three-star navigation constellation can only achieve multi-satellite coverage on a small area on the spherical surface of the lunar orbit. From the perspective of system robustness and stability, this is not a satisfactory performance indicator.
[0130] Therefore, we are at the Earth-Moon system translation point L 1 A Lagrangian navigation satellite is added nearby, thus forming the L 1,2,4,5 Four star navigation constellation.
[0131] 1. Calculate the orbit around the moon in the coordinate system of the centroid of the earth-moon system around the moon
[0132] For a circumlunar orbit with a gi...
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