| Literature DB >> 36003827 |
Pengchao Chen1, Jean Paul Douzals2, Yubin Lan1, Eric Cotteux2, Xavier Delpuech3, Guilhem Pouxviel2, Yilong Zhan1.
Abstract
Although drift is not a new issue, it deserves further attention for Unmanned Aerial Spraying Systems (UASS). The use of UASS as a spraying tool for Plant Protection Products is currently explored and applied worldwide. They boast different benefits such as reduced applicator exposure, high operating efficiency and are unconcerned by field-related constraints (ground slope, ground resistance). This review summarizes UASS characteristics, spray drift and the factors affecting UASS drift, and further research that still needs to be developed. The distinctive features of UASS comprise the existence of one or more rotors, relatively higher spraying altitude, faster-flying speed, and limited payload. This study highlights that due to most of these features, the drift of UASS may be inevitable. However, this drift could be effectively reduced by optimizing the structural layout of the rotor and spraying system, adjusting the operating parameters, and establishing a drift buffer zone. Further efforts are still necessary to better assess the drift characteristics of UASS, establish drift models from typical models, crops, and climate environments, and discuss standard methods for measuring UASS drift.Entities:
Keywords: downwash airflow; drift measurement; relative movement; spray drift; unmanned aerial spraying systems
Year: 2022 PMID: 36003827 PMCID: PMC9395147 DOI: 10.3389/fpls.2022.870956
Source DB: PubMed Journal: Front Plant Sci ISSN: 1664-462X Impact factor: 6.627
The technical parameters of some typical UASS.
| Model (Manufacturer, release time) | Dimensions | Rotors | Payload | Fully loaded weight (Kg) | Geolocation technology |
| T30 (DJI, 2021) | 2,858 × 2,685 × 790 | 6*38*508 | 30 | 66.5 | RTK,Horizontal ± 10 cm, vertical ± 10 cm |
| T16 (DJI, 2019) | 2,520 × 2,212 × 720 | 6*33 × 177.8 | 16 | 40.7 | |
| MG-1P (DJI, 2018) | 1,460 × 1,460 × 578 | 4*21*177.8 | 10 | 22.5 | GNSS/RTK |
| V40 (XAG, 2021) | 2,795 × 828 × 731 | 2*47*457.2 | 16 | 44 | RTK,Horizontal ± 10 cm, vertical ± 10 cm |
| P40 (XAG,2021) | 2,110 × 2,127 × 555 | 4*40*352.1 | 20 | 45 | |
| P20 (XAG, 2019) | 1,830 × 1,822 × 452 | 4*33*292.1 | 10 | 28 |
FIGURE 1Examples of Hydraulic nozzles. (A) Hollow cone nozzle (TR80-02c, Lechler), (B) flat fan nozzle (HYPRO, 110-015), (C) air induction nozzle (IDK 120-01, Lechler).
FIGURE 2Centrifugal nozzle (2018, XAG Co., Ltd).
Characteristics and comparison of different UASS spraying systems.
| Spraying system | Nozzles | VMD (μm) | Droplet size adjustment method |
| Hydraulic spraying system | Flat fan | 110–200 | Adjust pressure, solution properties, nozzle type |
| Hollow cone | 90–150 | ||
| Air induction | 220–400 | ||
| Centrifugal spraying system | Centrifugal | 90–300 | Change the speed of the spray plate |
Field test methods for UASS spray drift evaluation in the literature.
| UASS sprayer | Fluorescence tracer | Testing method (Sampling location) | Material | References |
| Z-3 | Rhodamine-B | Sediment (2–100 m) and Airborne (2, 50 m) | polyester card |
|
| Yamaha R-MAX II | / | Sediment (7.5–48 m) and Airborne | Deposition sheet (40 * 25 cm) and SKC AirCheck HV30 sample pump |
|
| 3WQF120-12 | Brillant sulfoflavin dye (BSF) | Sediment (1–20 m) and Airborne (5,10,20 m) | Petri dishes and rotary impactors |
|
| 3WQF80-10 | BSF | Airborne drift | A cuboid aluminum sampling frame (5 m × 5 m × 2 m) |
|
| X-4 | Tartrazine | Sediment and Airborne (5,10 m) | filter paper and water sensitive paper |
|
| 3QF120-12 | Rhodamine-B | Sediment (1–50 m) and Airborne (10,25,50 m) | mylar card (10 × 8 cm), monofilament line (Ø = 0.45 mm) |
|
| MG-1S | Allure red | Sediment drift (0.5–12.5 m) | Mylar cards | |
| P20 (XAG) | Rhodamine-B | Sediment (2–50 m) and Airborne (2,12 m) | mylar plate (5 × 8 cm2) and monofilament line (φ = 0.6 mm) |
|
| 3WQF120-12, 3WM6E-10, 3WM8A-20 | Pyranine | Sediment (2 m) and Airborne (2–20 m) | Petri dishes, rectangle collection frames with polyethylene tubes (5.5 × 2.0 m), rotary samplers |
|
FIGURE 3The UASS spraying test bench in South China Agricultural University.
Comparison of the 90% drift distance with different nozzles and UASS in the literature.
| Nozzles | UASS | Dv50/μm | Wind speed (m/s) | Distance 90% of total sedimentary drift (m) | References |
| Centrifugal nozzle (XAG company) | P20 (4-Rotor) | 100 | 1.16 ± 0.06 | 13.2 |
|
| 150 | 1.30 ± 0.05 | 12.0 | |||
| 200 | 0.61 ± 0.03 | 5.7 | |||
| Hollow cone nozzle, TR 80-0067 | 3WQF120-12 (Helicopter) | 114.9 ± 0.7 | 3.31 ± 0.17 | 9.99 |
|
| 3WM6E-10 (6-Rotor) | 3.79 ± 0.58 | 11.53 | |||
| 3WM8A-20 (6-Rotor) | 3.47 ± 0.37 | 11.70 | |||
| Air-injector nozzle, IDK 120-015 | 3WQF120-12 (Helicopter) | 312.6 ± 1.8 | 3.11 ± 0.40 | 9.13 | |
| 3WM6E-10 (6-Rotor) | 3.45 ± 0.46 | 7.90 | |||
| 3WM8A-20 (6-Rotor) | 3.37 ± 0.56 | 13.62 | |||
| Flat fan nozzle, LU 120-02 | 3WQF120-12 | 268.6 | 2.82 ± 0.76 | 10.05 |
|
FIGURE 4The relative position of the rotor and the nozzle. (A) Inside under the rotor (T30, from DJI), (B) below the rotor (extended, 3WWDZ-16, from Tuogong), (C) below the rotor (P30, from XAG), (D) boom (kongzhongbaoma, from SCAU).
FIGURE 5The UASS with different numbers of rotors. (A) Eight-rotor UASS (MG-1P, from DJI), (B) quadrotor UASS (P30, from XAG), (C) six-rotor UASS (M45, from GKXN,China), (D) two-rotor UASS (V40, from XAG).
Comparison of effective wind field area and average wind pressure of some UASS.
| Type | Model | Rotor diameter (mm) * number | Cover effective area | Standard takeoff weight/kg | Average wind pressure |
| Oil single rotor | 3WQF120-12 | 2,410 * 1 | 4.56 | 42 | 9.21 |
| Electric single rotor | S40-A | 2,400 * 1 | 4.52 | 40 | 8.85 |
| Electric multi-rotor | V40 2021 | 1,194 * 2 | 2.24 | 44 | 19.64 |
| P40 2021 | 1,016 * 4 | 3.24 | 45 | 13.89 | |
| P80 2021 | 1,194 * 4 | 4.48 | 80 | 17.86 | |
| T16 | 838.2 * 6 | 3.3 | 41 | 13.67 | |
| T30 | 965.2 * 6 | 4.38 | 66.5 | 15.18 |
aThe cover effective area is equal to the coverage area of the rotor multiplied by the number of rotors.
bThe average wind pressure is equal to the take-off weight divided by the effective coverage area.