Satellite gravitational gradient data precision verification method based on tensor invariant theory
A gravitational gradient and data accuracy technology, applied in the field of satellite gravitational gradient data accuracy verification, can solve problems such as low accuracy, poor performance of satellite data, and inability to use
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[0149] Embodiment 1 provides a method for verifying the accuracy of satellite gravitational gradient data based on tensor invariant theory, the verification method comprising the following steps:
[0150] Step A: Overall accuracy verification of satellite gravitational gradient tensor.
[0151] Wherein, described step A comprises the following steps:
[0152] Step A1: Gravitational gradient data accuracy verification before calibration;
[0153] Specifically, the step A1 includes the following steps:
[0154] Step A1-1: Establish tensor invariant system {I 1 , I 2 , I 3}, the tensor invariant system {I 1 , I 2 , I 3} is expressed as:
[0155] I 1 =V 11 +V 22 +V 33 (Formula 14-1)
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[0157]
[0158] In the formula: I 1 is the first invariant of the tensor invariant system; I 2 is the second invariant of the tensor invariant system; I 3 is the third invariant of the tensor invariant system; V 11 is the satellite gravitational gradient component in t...
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