Euler angle Walsh index approximate output method based on angular velocity
A technology of Walsh exponent and output method, applied in directions such as navigation calculation tools, can solve problems such as poor Euler angle output accuracy
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[0039] 1. (a) According to the rigid body attitude equation (Eulerian equation):
[0040]
[0041] Where: ψ refers to roll, pitch, and yaw angles respectively; p, q, and r are roll, pitch, and yaw angular velocities, respectively; the parameter definitions in the full text are the same; the calculation of these three Euler angles is to solve the pitch angle, roll angle, The steps of yaw angle are carried out; the expansion formulas of roll, pitch, and yaw angular velocity p, q, r are respectively
[0042] p(t)=pξ, q(t)=qξ, r(t)=rξ
[0043] among them
[0044] p=[p 0 p 1 L p n-1 p n ] q=[q 0 q 1 L q n-1 q n ]
[0045] r=[r 0 r 1 L r n-1 r n ] ξ=[ξ 0 (t) ξ 1 (t) L ξ n-1 (t) ξ n (t)] T
[0046] among them, (0≤t≤NT, k=0, 1, 2, L) is a Walsh function; k j It is the binary value of the binary expression of 0 or 1-k, ρ is the number of bits in the binary value, and sgn is the sign function; T is the sampling period, and the full text symbol definition is the same;
[0047] b) The ...
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