2018
DOI: 10.2514/1.g003217
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Terminal Iterative Learning Control for Autonomous Aerial Refueling Under Aerodynamic Disturbances

Abstract: Aerial refueling has demonstrated significant benefits to aviation by extending the range and endurance of aircraft [1]. The development of autonomous aerial refueling (AAR) techniques for unmanned aerial vehicles (UAVs) makes new missions and capabilities possible [2], like the ability for long range or long time flight. As the most widely used aerial refueling method, the probedrogue refueling (PDR) system is considered to be more flexible and compact than other refueling systems. However, a drawback of PDR … Show more

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Cited by 18 publications
(8 citation statements)
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“…4 and Table . 5, we summarize some of the recently developed ILC algorithms in equations applied to UAVs and the strategies of ILC for more generalized and specific tasks, respectively. It is shown from Table IV, that in a large class of practical systems, such as autonomous aerial refueling based on terminal ILC [149] and [150], it is required that the output achieves perfect tracking at more than one defined time instants t " t i respectively. Therefore, it needs an extension of terminal ILC to solve problems which only require tracking of a number of critical positions at a subset of time instants.…”
Section: Figure 11mentioning
confidence: 99%
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“…4 and Table . 5, we summarize some of the recently developed ILC algorithms in equations applied to UAVs and the strategies of ILC for more generalized and specific tasks, respectively. It is shown from Table IV, that in a large class of practical systems, such as autonomous aerial refueling based on terminal ILC [149] and [150], it is required that the output achieves perfect tracking at more than one defined time instants t " t i respectively. Therefore, it needs an extension of terminal ILC to solve problems which only require tracking of a number of critical positions at a subset of time instants.…”
Section: Figure 11mentioning
confidence: 99%
“…Therefore, it needs an extension of terminal ILC to solve problems which only require tracking of a number of critical positions at a subset of time instants. P-type u k`1 ptq " u k ptq`γe k ptq [138], [139] D-type u k`1 ptq " u k ptq`α 9 e k ptq [138], [148] PID-type u k`1 ptq " u k ptq`γe k ptq`α 9 e k ptq + β ż t 0 e k psqds [139], [141], [147], [150] Adjoint-type u k`1 ptq " u k ptq´αη k ptq [147] , [148] Gradient-based u k`1 ptq " u k ptq`β k R´1G T Qe k ptq [141] Norm Optimal u k`1 ptq " u k ptq`G˚pI´GG˚q´1e k ptq [142] A range of ILC approaches were reviewed, including simple structure controllers for ILC which have been presented in discrete-time. Also, the above methods are limited in terms of the accuracy they have attained.…”
Section: Figure 11mentioning
confidence: 99%
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“…Another key difference is that the functional expansion is operated directly on the discrete system rather than as an alternative to zeroorder holding. In terminal ILC (TILC) [11]- [13] and Point-to-Point ILC (P2PILC) [14]- [16], the input signal is still a piecewise constant function but sampled with higher frequency w.r.t. the output.…”
Section: Introductionmentioning
confidence: 99%
“…In [21], Z. Su et al utilize high order sliding mode observer (HOSMO) to achieve better estimation effects. Moreover, some modern control methods are also studied for their application in AAR control, such as: fault-tolerant control [22], [23] and terminal iterative learning control (TILC) [6], [24].…”
Section: Introductionmentioning
confidence: 99%