Differential Flatness Method Based on Pre-set Guidance and Control Subsystem Design for a Surface to Surface Flying Vehicle (TECHNICAL NOTE)

Q3 Engineering
M. R. Taheri, R. Esmaelzadeh, J. Karimi
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引用次数: 0

Abstract

The purpose of this paper is to design a guidance and control system and evaluate the performance of a sample surface-to-surface flying object based on preset guidance with a new prospective. In this study, the main presented idea is usage of unique property of governor differential equations in order to design and develop a controlled system. Thereupon a set of system output variables have been examined by specific tests as candidate of flattened variables. It is proved that the dynamism of the studying system has a property of differential flatness. This property as a basement for observing all of the system dynamic variables could be a perfect option to remove lack of observability of nonlinear systems. According to the information gained in the procedure of flatness demonstrating, there was a similarity between the control command generating in feedback linearization and flat systems tests. This similarity led to the application of the flat systems technique for the mentioned control method. The guidance and control system suggested in this paper is able to follow a set of specific reference trajectories in order to target different ranges. This ability without recalculating controller gains could be done only by having the rate of rotate of flying object in middle phase of maneuver. To validate the proposed FBC for the studied problem, another usual control method has been investigated. For this purpose, the linear quadratic regulator as straight forward control method in optimal control field has been applied. This feature reveals full compatibility between controller block and reference trajectory generator block. doi: 10.5829/ije.2017.30.06c.12
基于预先设定制导与控制子系统的面地飞行器差动平整度法设计(技术说明)
本文的目的是设计一种基于预设制导的地对地飞行器的制导控制系统,并以一种新的视角对其性能进行评估。在本研究中,主要提出的思想是利用调速器微分方程的独特性质来设计和开发一个被控系统。在此基础上,对一组系统输出变量进行了具体的检验,作为平面化变量的候选。证明了所研究系统的动力学具有微分平坦性。这一特性作为观测所有系统动态变量的基础,是消除非线性系统不可观测性的完美选择。根据平整度演示过程中获得的信息,反馈线性化生成的控制命令与平整度系统测试有相似之处。这种相似性导致了上述控制方法的平面系统技术的应用。本文提出的制导控制系统能够遵循一组特定的参考轨迹来瞄准不同的距离。这种不需要重新计算控制器增益的能力,只有在机动的中间阶段有飞行物体的旋转速率才能实现。为了验证所提出的FBC对所研究问题的有效性,研究了另一种常用的控制方法。为此,线性二次型调节器作为最优控制领域的直接控制方法得到了应用。这个特性揭示了控制器块和参考轨迹生成器块之间的完全兼容性。doi: 10.5829 / ije.2017.30.06c.12
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来源期刊
CiteScore
3.10
自引率
0.00%
发文量
29
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