A method for on-orbit real-time compensation of low-frequency errors of star sensors
A star sensor, low-frequency error technology, applied in the field of spacecraft attitude determination, can solve problems affecting satellite pointing accuracy, remote sensing image positioning accuracy, inability to accurately quantitatively evaluate payload performance, etc., so as to reduce the impact and overcome low-frequency Influence of errors and the effect of improving the accuracy of attitude determination
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[0067] The star sensor measurement error is modeled as the sum of random noise and low frequency error. The random error of the optical axis pointing of star sensor 1 is 3" (3σ). The low-frequency error of the star sensor is considered to be five times the frequency of the fundamental frequency. The values of the low-frequency error parameters of the three axes of the star sensor are shown in Table 1. There is a low-frequency error in the sensor, and the 7-day satellite three-axis attitude error curve is as follows figure 2 shown.
[0068] Table 1 Star sensor low frequency error parameters
[0069]
[0070] (1) Error Quaternion Calculated as follows
[0071] δq x =φθ LFEx ;
[0072] δq y =φθ LFEy ;
[0073] δq z =φθ LFEz ;
[0074]
[0075] Among them, φ=[1 cos(τ) sin(τ) cos(2τ) sin(2τ) cos(3τ) sin(3τ)], τ=ω LFE t Abs ; LFE =7.2722×10 -5 , t Abs is the absolute star time; the amplitude θ of the cosine and sine signals in the Fourier series LFEx=[0 0...
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