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The effect of XU and Tq2 on autonomous in-flight refueling: A Global Hawk RQ-4A approach.

机译:XU和Tq2对自主式空中加油的影响:Global Hawk RQ-4A方法。

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摘要

The effect of two parameters, Xu and Tq2 , are explored for their influence on autonomous in-flight aerial refueling. It is believed that these two parameters are very influential to longitudinal control. A Global Hawk (RQ-4A, receiver) to Global Hawk (RQ-4A, tanker) configuration is considered, using a probe-and-drogue fueling method. The refueling is simulated via a 6 DOF state space model developed for both the receiver and the tanker. The receiver and tanker model formulations are presented as well as the probability distribution of a successful connection, probe to drogue, with the variation in each predefined parameter. For each parameter the study was performed with two unique control law implementations (linear and nonlinear). The parameter Xu was varied from -0.15 to 0.0, while Tq2 was varied from 11.3 to 0.33. It was found, with the varying of parameter Xu, the probability of a successful connection remained rather unchanged. With the implementation of control law one, the probability of a drogue contact was between 20% to 30%. While for control law two the probability increased to between 70% to 80%. With the variation of Tq2 , it became apparent that the probability of a successful connection quickly dropped veering away from the value for which the control laws were implemented. With respect to control law one, the probability of contact with the drogue dropped from about 25%, for the initial Tq2 design, to less than 10% for all other values. With the use of control law two, the probability increased with respect to control law one; however, veering from the initial design point probability of contact dropped from about 73% to less than 25% for extreme values of Tq2 .
机译:探索了两个参数Xu和Tq2的影响,它们对自主飞行中的空中加油有影响。相信这两个参数对纵向控制有很大的影响。考虑采用“探空”加油方法,将“全球鹰”(RQ-4A,接收器)配置为“全球鹰”(RQ-4A,油轮)。加油通过为接收方和加油机开发的6自由度状态空间模型进行仿真。给出了接收器和油轮模型的公式,以及成功连接的概率分布(探针到锥孔)以及每个预定义参数的变化。对于每个参数,均使用两种独特的控制律实施方式(线性和非线性)进行了研究。参数Xu从-0.15变为0.0,而Tq2从11.3变为0.33。人们发现,随着参数Xu的变化,成功连接的可能性仍然保持不变。随着控制法的实施,锥虫接触的可能性在20%至30%之间。而对于控制法则,两个可能性增加到70%至80%之间。随着Tq2的变化,很明显,成功连接的可能性迅速下降,偏离了实施控制律的值。关于控制法则,与锥套接触的可能性从最初的Tq2设计的大约25%下降到所有其他值的不到10%。随着控制律二的使用,相对于控制律一的概率增加了。但是,对于Tq2的极值,从初始设计点开始的接触概率从大约73%下降到小于25%。

著录项

  • 作者

    Kerci, Endri.;

  • 作者单位

    University of Southern California.;

  • 授予单位 University of Southern California.;
  • 学科 Engineering Aerospace.
  • 学位 M.S.
  • 年度 2013
  • 页码 94 p.
  • 总页数 94
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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