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Computing The Autopilot Control Algorithm using Predictive Functional Control for Unstable Model

机译:计算自动驾驶仪控制算法对不稳定模型的预测功能控制

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This paper discusses the computing development of a control algorithm using Predictive Functional Control (PFC) for model-based that having one or more unstable poles. One basic Ballistic Missile model [10] is used as an unstable model to formulate the control law algorithm using PFC. PFC algorithm development is computationally simple as a controller and it is not very complicated as the function of a missile will explode as it reaches the target. Furthermore, the analysis and issues of the implementation relating linear discrete-time unstable process are also being discussed. Hence, designed PFC algorithm need to find the suitable tuning parameters as its play an important part of the designing the autopilot controller. Thus, the tuning of the desired time constant, ψ and small coincidence horizon n_1 in a single coincidence point shows that the PFC control law is built better in the dynamic pole of the unstable missile mode. As a result, by using a trajectory set-point, some positive results is presented and discussed as the missile follow its reference trajectory via some simulation using MATLAB 7.0.
机译:本文讨论了使用预测功能控制(PFC)进行控制算法的计算开发,用于具有一个或多个不稳定杆的模型。一个基本的弹道导弹模型[10]用作不稳定的模型,用于使用PFC制定控制法算法。 PFC算法的开发是计算简单的控制器,因为导弹的功能会在目标范围内爆炸时,它不是很复杂。此外,还讨论了与线性离散时间不稳定过程相关的实现的分析和问题。因此,设计的PFC算法需要找到合适的调谐参数,因为它扮演了自动驾驶仪控制器的重要组成部分。因此,在单个符合点中的所需时间常数,△和小的巧合地平线N_1的调谐表明,在不稳定导弹模式的动态杆中,PFC控制定律更好地建立。结果,通过使用轨迹设定点,通过使用MATLAB 7.0的一些模拟来呈现和讨论一些阳性结果,并讨论了导弹遵循其参考轨迹。

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