An Optimal Method for Position Estimation for Autonomous Integrity Monitoring of Advanced Receivers
An integrity monitoring and optimization method technology, applied in the field of satellite navigation, can solve the problems that may not necessarily meet the availability of ARAIM, small protection level and EMT, etc., to reduce the protection level and effective monitoring threshold, improve availability, and reduce differences Effect
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[0032] Below in conjunction with accompanying drawing, the technical scheme of invention is described in detail:
[0033] The overall process of this method is as follows figure 1 shown. The above process needs to complete the following tasks:
[0034] 1. Position estimation method based on weighted least squares
[0035] The traditional ARAIM user algorithm is based on the weighted least square method to obtain the estimated position. The mathematical principle of the least squares method is Newton's iterative method. Each Newton iteration mainly includes the following operations: first, each equation is linearized at an estimated value of a root, then the linearized equation system is solved, and finally the estimated value of the root is updated. After the pseudo-range undergoes Newton iteration, the updated pseudo-range residual Δx is:
[0036] Δx=(G T WG) -1 G T WΔy
[0037] Among them, G is the Jacobian matrix of the receiver positioning solution, Δy is the obse...
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