Research Article - (2020) Volume 9, Issue 4

Comparative Study on Executing Topographic Plans Using UAVs
Paunescu C1*, Marinescu CM2 and Paunescu V2
 
1Department of Geomatics, Bucharest University, Vidra 31, sector 6, Bucharest, Romania
2Department of Geomatics, Vidra 31, Sector 6, Bucharest, Romania
 
*Correspondence: Paunescu C, Department of Geomatics, Bucharest University, Romania, Tel: +40722209287, Email:

Received: 21-Sep-2020 Published: 11-Sep-2020, DOI: 10.35248/2469-4134.20.9.279

Abstract

The present paper aims to carry out a comparative study on how the digital model can be obtained using the images taken with a camera mounted on a UAV, in two cases: The case where there are control points determined on the ground. The case where there are no control points determined on the ground. To verify the consistency of the digital model, field verification points were determined using GNSS receivers. Basically, on the same area of interest were carried out GNSS RTK measurements and two flights with two different types of UAVs: SenseFlyeBee X and DroneZone XF8-CT. The flight was carried out at the same height and with medium resolution cameras (Sony A7R 35 mm 36 Mpix and SenseFlyAeria X 24 MPix).The GNSS receivers were different. Thus, for the DroneZone XF8CT a GNSS receiver of the u-Blox NEO8M type was used and for SenseFlyeBee X a GNSS RTK receiver of the TRIMBLE BD 93 type and a SenseFly GeoBase base. To establish the consistency of the data, 28 verification points were measured on the ground with GNSS technology. The measurements for determining the position of the control points were performed on different days, using a Leica GS08 Plus GNSS system, connected to the National Network of Permanent GNSS Stations (RN-SGP) through the ROMPOS system. The flight made with DroneZone XF8-CT, 6 control points were determined. The flight made with SenseFlyeBee X, only the data taken by the RTK system from the SenseFlyeBee X UAV were used. The data were processed and a Digital Terrain Model was created for each flight. Finally, a comparison was made between the two Digital Terrain Models, in order to determine the differences between them, but also the differences as against the RTK verification measurements made with the Leica GS08 Plus GNSS system. 

Keywords

UAV; Control point; Camera; Topographic plan; Digital terrain model

Methodology

Making the first variant of the digital terrain model

The area where the study was conducted is the commune of Schitu, Giurgiu County, Romania. In the area there have been works for the introduction of the systematic cadastre, respectively the measurement of each property. For this, a DroneZone XF8- CT flight was equipped with a u-Blox NEO8M GNSS receiver and a Sony A7R 35 mm 36 Mpixcamera. Also, the property limits were determined with a total station Leica TS06 type and Leica GS08 Plus GNSS receivers. To georeferencing (scaling) the images taken with the UAV system, 6 control points have been determined, pre-signaled on the ground, before he flight [1-3].

When designing the flight, we took into account the following considerations:

Depending on the products to be obtained, the longitudinal and transverse covers between the images are determined, as well as the height and the speed of flight;

Establishing the orientation of the flight strips;

Determining the best days and times for carrying up the photogrammetric flight;

Analysis of the weather; information is collected from weather stations near the area of interest;

Establishing the final flight route that is handed over to the pilot or operator of the photogrammetric camera.

The longitudinal coverage was of 80% and the transverse coverage of 50% to obtain in the end a trueortophoto. The strips were established according to Figure 1.

Remote-Sensing-pre-signaling

Figure 1. Flight strips.

The pre-signaling was marked on the ground either with paint or single-use plates, as in Figure 2.

Remote-Sensing-control

Figure 2. Pre-signaling the control points on the ground.

 

At the time of flight the flight conditions were optimal: clear sky, temperature over 5°C, wind speed below 2 m/s.

Following the data processing with the Agisoft software, a cloud of points was obtained. In order to obtain the Digital Terrain Model (DTM), we have performed the unsupervised (automatic) classification and then the supervised (manual) classification of the cloud of points in order to establish the points that belong to the ground class [4-6].

By triangulating the points in the ground class, we obtained a solid model known as the Digital Terrain Model (DTM) (Figure 3).

Carrying out the second digital terrain model

A new UAV model has launched on the market, SenseFlyeBee X, equipped with a TRIMBLE BD93 type GNSS RTK receiver, a SenseFly GeoBase base and a SenseFlyAeria X 24MPix camera. From the description that the seller made, it turned out that there was no need for control points (landmarks) for georeferencing [7-9].

We decided to do a comparative study, to convince ourselves that the newly developed system has the performances described by the seller [10].

Thus, we redo the flight we had made with the first type of UAV, on the same area, but without determining control points on the ground. The flight was made during the 27 November 2018period. The data were processed with the same type of program and we obtained a new digital terrain model, for the same area [11].

Verification of results

During the systematic cadastral work, we performed measurements with the total station and GNSS receivers to determine the property limits.To do this, we created a topographic network of densification, determined with the Leica GS08 Plus GNSS receivers connected to the National Network of Permanent GNSS Stations (RN-SGP) through the ROMPOS system. The network was made of wooden stakes.

From this network were selected a number of 31 points spread over the entire area over which the flight was made and the digital terrain model was obtained (Figure 4).The accuracy of determining these control points is ± 3 centimeters. The points were named: B01, B02, B03, B04, B05, B06, B07, B08, B09, B10, B11, B12, B15, B16, B19, B21, B23, B38, B43, B50, B54, B55, B65, B68, 5, 6, 7, 8, 9 10 and B64.

Remote-Sensing-Position

Figure 4. Position of the control points.

The altitudes of these points were noted in a (Table 1), together with the name of each. The first digital model was loaded in the Agisoft program and, based on the planimetric position of each of the 28 points it was extracted from the digital terrain model, the altitude of each point and was noted in the table.

Point Measured ROMPOS GNSS [m] Measured with DEM Drone Zone [m] Measuredwith DEM Pix4D eBee RTK [m] Δ 12 [m] Δ 13 [m] Δ 23 [m]
Column 1 Column 2 Column 3 Column 4 Column 5 Column 6
Measurements07.17.2018
B01 64.190 64.252 64.596 -0.062 -0.406 -0.344
B02 63.910 63.942 64.292 -0.032 -0.382 -0.350
B03 63.930 63.930 64.252 0.000 -0.322 -0.322
B04 63.860 63.870 64.079 -0.010 -0.219 -0.209
B05 63.750 63.798 64.038 -0.048 -0.288 -0.240
B06 63.450 63.503 63.826 -0.053 -0.376 -0.323
B07 63.350 63.466 63.665 -0.116 -0.315 -0.199
B08 63.190 63.283 63.511 -0.093 -0.321 -0.228
Measurements 07. 26.2018
B09 63.23 63.337 63.575 -0.107 -0.345 -0.238
B10 62.8 62.91 63.076 -0.110 -0.276 -0.166
B11 62.290 62.367 62.631 -0.077 -0.341 -0.264
B12 62.590 62.698 62.950 -0.108 -0.360 -0.252
B15 63.140 63.249 63.457 -0.109 -0.317 -0.208
Measurements 07. 27.2018
B16 63.24 63.365 63.586 -0.125 -0.346 -0.221
B19 62.58 62.67 62.927 -0.09 -0.347 -0.257
B21 62.38 62.486 62.754 -0.106 -0.374 -0.268
B23 63.77 63.91 64.148 -0.14 -0.378 -0.238
B38 63.560 63.625 63.969 -0.065 -0.409 -0.344
B43 63.640 63.736 63.969 -0.096 -0.329 -0.233
Measurements 08. 29.2018
B50 63.100 63.150 63.444 -0.050 -0.344 -0.294
B54 63.190 63.115 63.318 0.075 -0.128 -0.203
B55 62.590 62.487 62.776 0.103 -0.186 -0.289
Measurements 09. 04.2018
B65 62.430 62.497 62.850 -0.067 -0.420 -0.353
B68 59.650 59.735 59.981 -0.085 -0.331 -0.246
Measuremens11. 27.2018 Leica GS8
5 61.850 61.947 62.078 -0.097 -0.228 -0.131
6 63.788 63.846 64.095 -0.058 -0.307 -0.249
7 63.625 63.676 63.947 -0.051 -0.322 -0.271
8 63.947 63.920 64.276 0.027 -0.329 -0.356
9 63.541 63.522 63.829 0.019 -0.288 -0.307
10 62.192 62.188 62.418 0.004 -0.226 -0.230
B64 61.874 61.972 62.129 -0.098 -0.255 -0.157
 - - Δ Minimum -0.140 -0.420 -0.356
- - - Δ Mean -0.059 -0.317 -0.258
- - - Δ Maximum 0.103 -0.128 -0.131

Table 1: Measurement results.

Similarly, the altitude of each of the 31 points of the second digital terrain model was determined and noted in the table, in the respective column.

Results and Discussion

Following the results obtained in Table 1 was made, in which we have:

In the column marked with 1, the altitudes of the 31 control points determined on the ground with GNSS technology.

In the column marked with 2, the altitudes of the 31 control points extracted from the digital terrain model obtained with the UAVDroneZone XF8-CT.

In the column marked with 3, the altitudes of the 31 control points extracted from the digital terrain model obtained with UAVSenseFlyeBee X.

The following columns are the differences between the altitudes of the control points determined in the 3 variants.

Thus, column 4 represents the difference between the altitudes obtained from GNSS measurements and the digital model obtained with the UAVDroneZone XF8-CT. Column 5 represents the difference between the altitudesobtained from GNSS measurements and the digital model obtained with UAVSenseFlyeBee X. Column 6 represents the difference between the altitudes obtained from the digital model obtained with the UAV DroneZone XF8-CT and the digital model obtained with the UAV SenseFlyeBee X in Figure 5.

Remote-Sensing-Placement

Figure 5. Placement of the control points B.23 and B.55.

A graph of the altitude differences obtained in the 3 variants was made (Graph 1).

Remote-Sensing-graph

Graph 1. Differences in altitude.

Conclusions

We start from the hypothesis that the correct altitudes are those determined directly on the ground, with the GNSS technology, using the permanent stations of the National Agency for Cadastre and Real Estate Advertising. From the presented values, the altitudes extracted from the model made with DroneZone XF8-CT are very close to those determined on the ground.This is because 6 ground control points were used, which fixed the digital model. The altitude values determined with SenseFlyeBee X are about 31 centimeters higher on average.

Between the GNSS measurements and the digital model obtained from the DroneZone XF8-CT flight, the largest negative difference is -14 centimeters and the largest positive is +10 centimeters. These differences are due to the fact that points B23 and B55 are located in grassy areas, where the altitude given by the drone is not very correct because it stops at grass level and not at ground level. From Figure 3 it can be seen that the two points are not located on a flat area, such as an asphalt road, a concrete platform, etc. The mean difference between the two altitudes is -5.9 centimeters and falls within the accuracy of the GNSS determined point network, of ± 3 centimeters.

Remote-Sensing-Terrain

Figure 3. The Digital Terrain Model obtained from the cloud of points processing. The flight was realized in the days: 06.02 -07.02.2018.

The digital model made from the DroneZone XF8-CT flight is different on average against the topographic network with -31.7 centimeters. It is clear that the relatively constant difference comes from the fact that on this flight we had no control point, so that the digital model is higher than the real model, determined by measurements referring to a system of verified altitudes. The conclusion is that even if we use a UAV that has a powerful GNSS receiver, a few control points are however needed in order to have the absolute altitude of the digital model as close to the reality on the ground.

Significance of the Work

Currently, the UAV technology for the realization of topographic plans is increasingly used. UAVs are equipped with GNSS receivers that give the position of the points with very high accuracy. Often users prefer not to determine control points anymore, considering that the results obtained are correct.

The present paper demonstrates that, in order to have a correct topographic plan, close to the reality on ground, at a UAV flight, control points measured on the ground are required.

REFERENCES

    Citation: Paunescu C, Marinescu CM, Paunescu V (2020) Comparative Study on Executing Topographic Plans Using UAVs. J Remote Sens GIS. 9:279. DOI: 10.35248/2469-4134.20.9.27

    Copyright: © 2020 Paunescu C, et al. This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.