Strong tracking terminal guidance method
A terminal guidance and strong tracking technology, applied in the field of strong tracking terminal guidance control, can solve the problems of increased control difficulty and complicated guidance law design
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[0022] 1. Projectile relative motion model
[0023] Consider the missile terminal guidance problem in the two-dimensional longitudinal plane, such as figure 1 shown. Let the speeds of the missile M and the target T be constant, denoted as v m and v t ; r and q respectively represent the relative distance of the projectile and the LOS angle; θ m and θ t respectively represent the track angles of the missile and the target; a m and a t respectively represent the normal acceleration of the missile and the target; then the relative kinematics model of the missile and target is
[0024]
[0025] According to formula (1), the LOS angular acceleration can be derived for
[0026]
[0027] It can be known from formula (2): a t is the unknown target maneuvering item, which is equivalent to the external disturbance, and the total disturbance time-varying control coefficient So system (2) is actually a nonlinear time-varying disturbance system. Especially when the pro...
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