Fault diagnosing and tolerance control method for aircraft large-angle-of-attack movement ternary number model
A technology of fault diagnosis and fault-tolerant control, which is applied in the direction of adaptive control, general control system, control/regulation system, etc., and can solve the problem of fault diagnosis without considering aerodynamic characteristics, fault-tolerant control scheme deviated from the actual aircraft, and high angle-of-attack motion of the aircraft and fault-tolerant control problems, lack of technical methods, etc.
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[0025] 2.1. The ternary nonlinear model of high angle of attack motion when the aircraft has no faults is:
[0026]
[0027] In the formula: state variables h, V T , α, β, p, q, r represent flight altitude, flight speed, airflow angle of attack, sideslip angle, roll angular velocity, pitch angular velocity, yaw angular velocity; g is gravity acceleration; Q, S, m, I x , I y , I z , I zx Respectively represent dynamic pressure, wing area, aircraft mass, moment of inertia around the X axis of the body axis, moment of inertia around the Y axis of the body axis, moment of inertia around the Z axis of the body axis, and moment of inertia around the XZ axis of the body axis Product; C x (α,β,δ),C y (α,β,δ),C z (α, β, δ) represent longitudinal force, lateral force and normal force respectively; C L (α,β,δ),C N (α,β,δ),C M (α, β, δ) are rolling moment, yaw moment, and pitching moment respectively; δ is the control quantity; the ternary is are the roll and pitch angle...
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