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Reachable Sets of Impulsive Control System with Cone Constraint on the Control and Their Estimates

机译:具有锥约束的脉冲控制系统可到达集合及其估计

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The problem of estimating reachable sets of linear measure driven (impulsive) dynamical control system with uncertainty in initial data is considered. It is assumed that the impulsive controls in the dynamical system belong to the intersection of a special cone with a generalized ellipsoid both taken in the space of functions of bounded variation. The algorithms for constructing the external ellipsoidal estimates of reachable sets for such control systems are given. Numerical simulation results relating to the proposed procedures are also discussed.
机译:考虑了在初始数据不确定的情况下估计线性度量驱动(脉冲)动态控制系统的可到达集合的问题。假设动力系统中的脉冲控制属于特殊锥与广义椭球的交集,两者都在有界变化函数的空间中获得。给出了用于构造这种控制系统的可到达集合的外部椭圆估计的算法。还讨论了与拟议程序相关的数值模拟结果。

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