Open access
Technical Papers
Mar 25, 2020

Analysis of Pilot Interaction with the Control Adapting System for UAV

Publication: Journal of Aerospace Engineering
Volume 33, Issue 4

Abstract

The control surfaces failures significantly reduce the maneuverability of the aircraft. The problem may appear in every flying platform, and its consequences can lead to a serious accident. To counteract the aircraft’s lower maneuverability, the adaptive system could be added. That is why, a reconfiguration of unmanned aircraft flight control system was a subject of research project. The developed system uses the other control surfaces and engine to take over scope of stuck control surface. One of the system validation test involved human operators to recognize their reactions while the system is active. The test was performed with the use of an unmanned aerial vehicle (UAV) flight simulator with implemented reconfiguration algorithm. The paper presents the results of an experiment during which the various configuration and failures were tested. A group of UAV operators repeated a simple maneuver task—slalom, under different failure settings. To assess the system and operators’ workload during the test, a subjective assessment was done. The Cooper-Harper, Bedford scales, and overall workload questionnaires were used. To get a full spectrum of the operators’ responses to the reconfiguration system, the objective evaluation was also done. The UAV flight parameters (velocities, accelerations, and position) were registered automatically during the flight tests. Based on those data, the quality index of each flight was generated, providing the objective flight performance assessment.

Introduction

The aircraft ailerons and flaps malfunction is a problem that may happen and occur in all aerial platforms, which is a situation when the aileron/flap blocks appears in various types of aircraft: civil/military/unmanned. The consequences of the failure and the sudden loss of the maneuverability can lead to a serious crash. Thus, overcoming this problem was a subject of research (Żugaj 2017). Similar systems that constantly monitor and react to various types of malfunctions are strongly developed around the world (Abdi and Labib 2003; Chen and Zhang 2012; Narkiewicz et al. 2017).
The reconfigurable system helps to retrieve the controllability of the aircraft if some of the control surfaces get stuck in a certain position. The reconfigurable system detects the control surfaces failure and adapts the available control surfaces, restoring the maneuverability of the plane (Żugaj 2017). Typically, aircraft control surfaces such as elevators, ailerons, and flaps work in pairs and are located on the opposite sides of the longitudinal plane of symmetry of an aircraft (Fig. 1) (Żugaj et al. 2016). The description and analysis of the reconfiguration system itself was not the subject of this paper. However, the detailed information regarding the principle of work may be found in Naskar et al. (2015) and Yang et al. (2012).
Fig. 1. Control surfaces of UAV.

Reconfiguration System Assessment

The main advantage of the reconfigurable system is that during a random failure event, the system restores maneuverability of the UAV as much as the algorithms will allow (Burcham et al. 1997; Żugaj 2017). However, such a solution impacts on aircraft’s dynamics significantly. Theoretically, in case of failure, the system restores the maneuverability, so the operator’s interaction should be similar, and the aircraft should be controllable as before the failure. However, the drawback of the system is that the aircraft’s dynamics change while the system is active, which may cause some difficulties for the operator. Thus, in some cases, the system may not be fully supportive for the operator considering the adaptation to the new aircraft configuration. The multiple simulation confirmed that the system is a helpful tool, but it was necessary to investigate the system not only in virtual simulations but with a group of experienced operators. In this paper, the experiment with 10 UAV operators was evaluated to assess the reconfigurable system effectiveness. The aim of the experiment was to provide clues and data, so the system could be developed more. The goal of the experiment was to register the operators’ task evaluation during the set of failures. In the experiment, both the subjective and objective assessment methods were analyzed. The aim of the investigate reconfiguration algorithm was to take advantage of the working part of the control system in the case of partial system failure to ensure the aircraft controllability. The reconfiguration was performed by a software algorithm designed to use the remaining control surfaces to compensate for the failure effects and modify the strategy of control surfaces handling.
The Fig. 2 presents the reconfiguration method. The input signals δ0 vector comes from the operator and contains demanded signals for the ailerons, the elevators, and the rudder in fault-free conditions. The reconfiguration algorithm distributes these signals to all working control surfaces δf in the case of a control system failure. The working control surface deflections are calculated to obtain in an ideal case the same control loads as in an undamaged system based on the failure data υ.
Fig. 2. Control system reconfiguration method.

Experiment

An experiment took place at the Department of Automation and Aeronautical Systems (DAAS) at the Warsaw University of Technology at Simulators Laboratory. For the experimental tests, a group of 10 UAV operators (male) were selected. The average subject age was 26.6 years. All of the subjects had advanced experience in flight simulator games, and most of them had experience with flying the real UAV. Seven operators had a basic unmanned aerial vehicle operator (UAVO) qualification license, and three operators had experience in piloting the various UAVs. It is worth mentioning that the aim of the experiment was not to assess the particular UAV model and its handling qualities, but to understand and give feedback about the reconfiguration system and, most importantly, how the system impacts the UAV handling qualities. Also, the individual subjects’ skills in controlling an UAV were not assessed. Every measurement was done individually, and the results were not compared between the subjects.

Hardware

The hardware used for experiment was a UAV flight simulator developed at DAAS. The UAV dynamic model was identified and implemented into the virtual environment (Żugaj 2017). A model was identified and verified so it could be used in further experiments (Lichota et al. 2017). An operator used an onboard view mode on a 52-in. screen. On a second screen, the operator could see all the important information regarding the UAV status.
The joystick used in experiment was a Saitec X52 Pro (Logitech, Lausanne, Switzerland). The maneuver task used in the experiment was a slalom trajectory made of two turns. The slalom maneuver is one of the tasks defined as an element often used for assessing the handling qualities of aircraft [ADS-33D-PRF (ADS 1996)]. The tracking task is a maneuver convenient for later evaluation (Gittleman et al. 1992; Ito and Ito 1975; Takashima et al. 1980). The slalom parameters were adopted to the maneuverability of the particular UAV, so the task completion was possible with the set criteria (Freeman et al. 2000; Kopyt et al. 2017). The slalom trajectory was generated in a 3ds MAX (Autodesk, San Rafael, California) environment as a pipe with additional rings on it. The rings were added to help the operator follow the desired trajectory. An open architecture of the simulator system allowed implementation of the additional elements into the virtual environment. The slalom was added to existing scenery (Fig. 3). Since the trajectory was not treated as an obstacle, the intersections with the additional elements were turned off and there was no possibility to crash by hitting the slalom elements.
Fig. 3. UAV flight simulator screen with the slalom trajectory.

Methods

The assessment of the reconfiguration system was divided into two sections: subjective and objective. The subjective method contained three various questionnaires. The idea was to assess the reconfigurable system from two aspects: the aircraft dynamics change and the operator’s workload. To assess the aircraft handling qualities, a Cooper-Harper (C-H) scale was used (Cooper and Harper 1969). The C-H questionnaire is a 10-point scale with questions that help identify the proper aircraft handling behavior. The 10 refers to the worst handling qualities, and 1 refers to the best. The second questionnaire used was a Bedford scale (Roscoe and Ellis 1990), which is based on the C-H scale but covers the effort and workload during the tests. Finally, the Overall Workload (OW) scale was used (scale from 0 to 100) (Hwa and Hyung-Shik 2001). The C-H scale is more focused on the handling qualities of UAV, and the Bedford and OW are focused only on the operator’s workload. The UAV operator filled out the questionnaires after each task was completed. Some of the subjects have flown the real model of the aircraft, and they suggested that the dynamics differ from the reality. This was why, as the instructor strongly suggested, the point of the assessment did not cover the handling quality of UAV itself but its changes coming from reconfiguration system. That statement had to be underlined before all subjects performed the experiments. The trajectory of the UAV during the slalom was registered automatically in the system. The criteria for the objective assessment was as follows:
Keep the constant forward velocity of the UAV—20  m/s.
Follow the trajectory as close to the slalom trajectory—x and y UAV position.
Keep a constant altitude—90 m.
All information such as speed, altitude, position, and so on were displayed on the second screen. Based on these data, it was possible to define how close to the original trajectory each subject flew. Having the most important four parameters (x, y, z, and V), the operator’s performance was expressed with the error squared integral—a criterion commonly used in automation (Mazurek et al. 2002). For each parameter, the error was calculated comparing the values to the references, which were precalculated during the trajectory generation (Kopyt 2015). First, the error itself was calculated for each parameter (1–3), and finally, the J parameter was obtained (4–6). The J parameter provides information on how far the realized trajectory was from the original parameter. The J parameter was calculated for three parameters: y deviation along x axis, altitude deviation, and forward velocity deviation
ey(x)=yref(x)yreal(x)
(1)
ea(x)=aref(x)areal(x)
(2)
eV(x)=Vref(x)Vreal(x)
(3)
Jy=xpxkey(x)2dx
(4)
Ja=xpxkea(x)2dx
(5)
JV=xpxkeV(x)2dx
(6)
where the original trajectory is derived from the equation describing the slalom trajectory. The original trajectory (in the x and y plane) is made of enter-straight line, cosine wave, and exit-straight line (Fig. 4).
Fig. 4. Reference trajectory path to follow.

Test Scenario

The test scenario was made of 11 short flight runs. Each of the flights included an identical maneuver task—a slalom. The procedure of the experiments started with the getting acquainted with the UAV model. The first few minutes were intended for an operator to do a free run and feel the aircraft dynamics (5–10 min). Next, the operator did a reference run during which no failure occurred. This run was treated as a reference result for further analysis. Consequently, the operator evaluated a set of five different failures cases with the system on and off. The list of flight configurations is presented in Table 1.
Table 1. List of flight runs
Case No.Flight configuration (failure)Reconfiguration system
1Free runOff
2AIL_ROff
3AIL_ROn
4AIL_R+RUDOff
5AIL_R+RUDOn
6AIL_R+RUD+ELEV_LOff
7AIL_R+RUD+ELEV_LOn
8ELEV×2Off
9ELEV×2On
10AIL_R+AIL_LOff
11AIL_R+AIL_LOn
Where shortcuts correspond to
AIL_R—Right Aileron,
RUD—Rudder, and
ELEV_L—Left Elevator.
Since one of the most common failures is when the mechanism failure leads to the control surface getting stuck so it cannot be moved in any direction, the following failures have been selected as crucial for the system. For the purpose of the experiment, the failure was defined as the selected control surface is blocked on a desired angle, and so
AIL_R—was set into +3°,
RUD—was set into +5°, and
ELEV_L—was set into +3°.
The failure scenarios were divided into two groups. The first three failures, simple failures, (AIL_R, AIL_R+RUD, AIL_R+RUD+ELEV_L) are combinations of single failures that get more and more difficult for both an operator to handle and an algorithm to reconfigure the surfaces, since there are less elements to affect. The second group of failures is when the full (left and right) control channel is not working: ELEV*2 and AIL*2. The last to configurations are definitely more difficult to handle. The full elevator failure makes aircraft especially uncontrollable, thus the group name is total failure.

Results

The dataflow from 10 subjects resulted in collecting the following:
3 types of questioners scores,
11 set of flight parameters registered for each case separately (110 logs), and
subjects comments about the reconfigurable system value.
The analysis of the results was done in two steps. First approach was to analyze the subjective operators’ assessment using questionnaires, and second, the objective assessment based on the flight parameters.

Subjective Assessment

The data collected with the questionnaires are presented in Figs. 57. The results of all 10 subjects are presented with the respect of cases that the experiment was evaluated. Darker colored columns refer to the reconfiguration system off, and the lighter colored columns corresponds to the task where the reconfiguration system is on.
Fig. 5. Bedford scale results for 10 subjects.
Fig. 6. Cooper-Harper scale results for 10 subjects.
Fig. 7. Overall workload scale result for 10 subjects.
The data analysis considered the scores from the questionnaires, and the average score for each case configuration was calculated. Presented results show that the first three cases give a little advantage in the meaning of both the handling qualities (C-H scale) and workload (B and OW scales) while the reconfiguration is on. Such a result is not strong enough to conclude that the system is essential. However, if we consider the last two cases separately, it is easy to observe that the difference between the reconfiguration system is extremely significant. There are no doubts that the subjective assessments of the operators give the unequivocal result.
Consequently, an additional interesting result occurred—42 out 50 scores were higher or equal while the system was off. Such a result gives 84% in favor of the system while it is on. The representation of the results is shown in Figs. 57 on last two columns representing the major failure. The results from all questionnaires are presented in Table 2.
Table 2. Questionnaire scores
Case No.Flight configuration (failure)Reconfiguration systemC-HBOW
1Free runOff2.42.019.5
2AIL_ROff4.03.434.0
3AIL_ROn4.03.435.0
4AIL_R+RUDOff4.74.243.0
5AIL_R+RUDOn4.23.739.0
6AIL_R+RUD+ELEV_LOff4.64.140.5
7AIL_R+RUD+ELEV_LOn4.13.438.5
8ELEV×2Off10.010.0100.0
9ELEV×2On3.12.832.5
10AIL_R+AIL_LOff6.66.258.5
11AIL_R+AIL_LOn4.23.840.5
 Simple failureOff6.05.655.2
On3.93.437.1
Total failureOff8.38.179.3
On3.73.336.5
From Table 2, it easy to notice that in simple cases (2–7) the average score for the system off is 6 compared to 3.9, and in total failure (8–11), the difference is even higher: 8.3 compared to 3.7 regarding the C-H scale. Similarly, the results are in Bedford and OW scales.
After completing the experiment, each of the subjects were asked to give their comments to the reliability of the system. Most of them indicated that the dynamics of the UAV changes significantly when the system is on, which was pointed out as a main drawback of the system. On the other hand, most of the subjects confirmed that the restored maneuverability in all three directions (pitch, yaw, and roll) is a feature highly desired for the operator, especially in more advanced failures (cases 4 and 5).

Objective Assessment

The objective analysis was based on three parameters: deviation from the trajectory in y axis, altitude (z axis), and UAVs forward velocity. Those parameters were selected due to their importance from the control point of view. On Fig. 8, a trajectory for random subject is presented.
Fig. 8. Trajectory comparison for random test.
Based on the registered data and Eqs. (1)–(6), the objective assessment was performed. Since the experience of the subjects could vary, the results (J parameter values) were compared only within one subject. However, the overall tendency was consequently derived regarding all subjects. The data from the 9th subject could not be analyzed, so those results are not considered in further analysis. For each case (1–5), J values were calculated twice corresponding to on and off reconfiguration system test. The lower value of J parameter, the trajectory, was performed better. For each operator, the J value was calculated for three parameters correspondingly (position, altitude, and velocity). The values in Tables 35 present a ratio between the error value when the system is on and when the system is off, expressed as
Jaratio=JaonJaoff
(7)
Table 3. J values for position error
SubjectCase 1Case 2Case 3Case 5
11.050.921.240.82
21.381.190.981.40
30.971.340.861.32
41.363.510.911.13
51.371.261.252.00
60.731.240.771.23
70.001.231.071.29
80.900.950.980.95
91.561.111.220.72
Table 4. J values for altitude error
SubjectCase 1Case 2Case 3Case 5
11.421.731.111.05
21.171.691.300.99
31.070.920.451.28
40.760.750.491.54
51.121.130.500.80
60.921.700.210.85
70.001.650.321.95
81.221.400.201.39
91.021.370.590.96
Table 5. J values for velocity error
SubjectCase 1Case 2Case 3Case 5
11.311.891.621.39
21.401.731.542.52
31.041.551.681.70
41.310.861.651.40
50.820.880.990.72
61.401.751.351.32
70.001.741.481.37
81.491.451.361.43
91.041.313.130.76
Such an assumption allowed for an evaluation of an error ratio presented in the tables. Moreover, the individual J values had a nonphysical unit. With the ratio, the value is dimensionless. If the value of ratio was higher than 1, it means that performance of the operator was better when the reconfiguration system was on. As a result, Tables 3 and 4 show the ratio of the errors calculated for each subject. The “0” values in the 7th row stands for the crash, so the J value has no sense.
In case 4, where the elevator was blocked, all the flights ended with a crash, and the J parameter did not have a chance to work. However, in this configuration, the performance analysis of all subjects was the same. Regarding the position deviation error, in 68% of the cases, the performance was better when the system was on.
From Table 4, which represents the altitude error, it can be seen that in 64% cases the system was providing better performance. In Table 5, which presents the forward velocity error, in almost 85% of cases, the performance was better when the system was working. Looking only for cases 4 and 5, we can observe much higher results. Case 4 had no comments, since all tests ended up with a crash. But in case 5 (both ailerons blocked), the full maneuverability was restored and resulted in 85% better performance.

Conclusions

The evaluated experiment confirmed the hypothesis that the reconfigurable system is a desired system for UAV. The results from the experiment showed that for some configurations the system is highly desirable, especially when the one control surface is failed (cases 4 and 5). The best example was during the elevator failure, when the UAV was completely unable to control, but with the system on, the aircraft has the pitch maneuverability restored. From the subjective analysis, there were no doubts that reconfigurable system is a helpful feature of the UAV. Those results were confirmed by the objective results where the performance of the task evaluation was calculated. Those results confirmed the subjective analysis providing the results on a 75% effectiveness. The experiment however pointed out one significant system drawback. Regarding first three cases (single failure), the dynamic of the UAV was strongly changed. In some cases, the operators indicated that it was easier for them to fly with the single failure rather than with reconfiguration system on. Such a conclusion might be overcome with applying new algorithms that will provide similar dynamics to the original configuration. Also, such an impression might be an effect that operators simply did not have enough time to understand and learn the UAV with the system on. Proper training and simulator tests would certainly increase the operator’s efficiency.

Notation

The following symbols are used in this paper:
ey
position error along y axis;
ea
altitude error along;
eV
velocity error;
Jz
error squared integral;
real
index for realized values;
ref
index for reference values;
xk
end of the trajectory along x axis;
xp
beginning of the trajectory along x axis;
δ0
input signals for reconfigurable system;
δf
vector of signals to active control surfaces; and
υ
failure data.

Acknowledgments

The paper was prepared within project MYSTERY—Synthesis methods of aircraft control system, taking into account the situation of risk, funded by National Center for Research and Development under Grant Agreement No. PBS2/B6/19/2013.

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Information & Authors

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Go to Journal of Aerospace Engineering
Journal of Aerospace Engineering
Volume 33Issue 4July 2020

History

Received: Oct 18, 2017
Accepted: Sep 3, 2019
Published online: Mar 25, 2020
Published in print: Jul 1, 2020
Discussion open until: Aug 25, 2020

Authors

Affiliations

Assistant Professor, Faculty of Power and Aeronautical Engineering, Warsaw Univ. of Technology, Warsaw 00-665, Poland (corresponding author). ORCID: https://orcid.org/0000-0003-1503-963X. Email: [email protected]
Marcin Żugaj
Assistant Professor, Faculty of Power and Aeronautical Engineering, Warsaw Univ. of Technology, Warsaw 00-665, Poland.

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