2017 International Conference on Unmanned Aircraft Systems (ICUAS) 2017
DOI: 10.1109/icuas.2017.7991469
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Boustrophedon coverage path planning for UAV aerial surveys in wind

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Cited by 54 publications
(40 citation statements)
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“…The time taken for this full turn maneuver (ttj) consists of the time taken to fly each trochoidal turn (t1j,t2j), and the straight tangential path between them (t3j), shown in Figure and Equation . For further detail about the derivations of these terms, please refer to Coombes et al () and Techy and Woolsey (). tt,cj=t1j+t2j+t3j.…”
Section: Cost Function—flight Time In Wind (Ftiw)mentioning
confidence: 99%
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“…The time taken for this full turn maneuver (ttj) consists of the time taken to fly each trochoidal turn (t1j,t2j), and the straight tangential path between them (t3j), shown in Figure and Equation . For further detail about the derivations of these terms, please refer to Coombes et al () and Techy and Woolsey (). tt,cj=t1j+t2j+t3j.…”
Section: Cost Function—flight Time In Wind (Ftiw)mentioning
confidence: 99%
“…In addition to effectively trying to limit the number of turns, it also has the effect to limit the total number of decomposed cells which serves to decrease the extra wasted transit time between them. However, the wind strength and the flight path angle to the wind will have a massive impact on the flight time of a survey (Coombes, Chen, & Liu, ; Hovenburg, de Alcantara Andrade, Rodin, Johansen, & Storvold, ; Richards, ) due to high wind velocity relative to airspeed (typically 20%–50%). Flight times can be significantly improved by flying perpendicular to the wind direction (Coombes, Fletcher, Chen, & Liu, ).…”
Section: Introductionmentioning
confidence: 99%
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“…The path consists of two different states of flight; the straight sweep paths where the images are captured, and the turn manoeuvre used to transition between sweeps. This is laid out in detail in [18], and as such, will only have a brief overview here.…”
Section: Coverage Path Planningmentioning
confidence: 99%
“…It plots a full Boustrophedon path in the same orientation across the whole concave field polygon, then calculates a time cost in wind for each sweep and uses a modified travelling salesman solver to find the fastest order and direction to traverse all the sweeps without forcing the aircraft to perform manoeuvres that it is incapable of. The previous work by this author presents a similar flight time model for calculating flight time for each portion of the flight in wind [18]. This is then extended too more complex concave fields by optimally decomposing the concave polygon into multiple simple convex polygons, which can be fully imaged using a Boustrophedon path [16].…”
Section: Introductionmentioning
confidence: 99%