Using Ground Penetrating Radar to Reveal Hidden Archaeology: The Case Study of the Württemberg-Stambol Gate in Belgrade (Serbia)
Abstract
:1. Introduction
2. The Survey Area and Sought Archaeological Remains
3. Methodology
3.1. Survey Planning and Data Acquisition Strategy
- (1)
- Marking of the 19 m × 13 m zone that included the region of interest. This step was done by using a Global Navigation Satellite System (GNSS) device and terrestrial stake-out of the points with coordinates read from cadastral plans [38].
- (2)
- Estimation of the average propagation velocity of electromagnetic waves (or the average relative permittivity of the soil) in the region of the survey. Such information is used to determine the most appropriate distance between adjacent acquisition lines and it is crucial to set the time window and calibrate the GPR data, i.e., to transform time into distances. The estimation of the average wave velocity was accomplished by scanning underground utilities at known depth [39,40]. Since there were several manholes in the zone, with utilities 1 to 2 m deep, this procedure was repeated many times to find a representative value of the velocity. The estimated value was v = 0.106 [m/ns], which corresponds to a relative permittivity εR = 8. Based on these observations, the average wavelength λ in the soil was calculated for both the antenna central frequencies 400 MHz and 200 MHz (see Table 1).
- (3)
- Verifying that the chosen vertical scanning resolution satisfied Nyquist sampling criterion. According to Nyquist sampling criterion, the vertical scanning resolution has to be Δy ≤ 0.25λ [41,42]. When using the 400 MHz antennas, the time window was chosen by taking into account the estimated value of v and to achieve a scanning depth of 2 m; with 512 samples per trace, it was easy to check that Nyquist criterion was satisfied (2 m/512 = 0.039 m < 0.066 m, Table 1). When using the 200 MHz antennas, the desired scanning depth was 4 m and the vertical resolution was again 512 samples/scan, hence Nyquist condition was satisfied in this case too (4 m/512 = 0.0078 m < 0.1325 m, Table 1).
- (4)
- Choosing an appropriate distance between adjacent acquisition lines (profile spacing, PS). PS plays a decisive role in GPR archaeological prospection [43]. A denser profile spacing yields better horizontal resolution, higher quality of horizontal slice images and easier data interpretation—but is time consuming, hence expensive. Obviously, it is not realistic to acquire infinitely dense GPR profiles and in practice it is always necessary to balance between survey resolution and its cost; interpolation techniques are widely used to fill data gaps between adjacent profiles [43]. In some cases, different PS values may be chosen along different grid axes. All things considered, a good value for PS can be chosen in various ways, as summarized in the following:
- (a)
- Full resolution scanning [41]–this approach provides a horizontal resolution that eliminates the need for interpolation. Results obtained using this procedure are the best, especially for archaeological prospection, but they are very time consuming. The approach requires that the chosen PS satisfies Nyquist sampling criterion, i.e., PS ≤ 0.25λ. In the case study presented herein, PS should therefore be about 7 cm for the 400 MHz antennas and about 14 cm for the 200 MHz antennas. If higher frequency values are used in this calculation, taking into account that the emitted pulse has a wide spectrum, PS becomes even smaller. Such a dense profiling is very difficult to obtain in field conditions: grid marking on the ground would take too much time and be tedious, as well as the acquisition itself. This approach is applicable only in case of ideal ground surface and without time constraints for the acquisition.
- (b)
- Definition of PS based on the expected size of the sought targets and distance between adjacent targets–This is the simplest and most common approach, wherein the chosen PS is no larger than the expected size of the sought objects and no larger than the distance between adjacent objects [44,45,46]. In the case study presented in this paper this approach was adopted and PS = 0.5 m was chosen. On the 19 m × 13 m grid, 39 + 27 = 66 radargrams were therefore collected, whereas the application of the full resolution scanning approach would have required the collection 186 + 272 = 458 radargrams with the 400 MHz antennas, and 98 + 136 = 229 radargrams with the 200 MHz antennas.
- (c)
- Definition of PS based on the analysis of a f-k (frequency-wavenumber) plot of a densely sampled, representative radargram. This is an often-practiced graphical procedure that has to be executed in the field by the GPR operator, taking into account also the maximum radiation angle of the GPR antenna over the specific soil where the survey is carried out. This approach was not used in the present case study and it is not discussed further in this paper, but a detailed explanation can be found in [41].
- (d)
- Calculation of PS based on the antenna footprint (Figure 3)–In this method, the calculation of the antenna footprint at a given depth is used to choose an appropriate spatial resolution. In particular, the radius of the antenna footprint is the minimum value of PS that guarantees full coverage of the area of interest at a given depth. Different equations can be used to estimate the antenna footprint, based on different empirical definitions of the Fresnel distance. According to [5]:
- (e)
- In [44], it is suggested to use PS < 4λ, which in the present case study yields a minimum PS of 1.06 m and 2.12 m with 400 MHz and 200 MHz antennas, respectively. This further confirms that PS = 0.5 m was an appropriate choice for both sets of antennas.
- Sewage pipe K250: concrete pipe with Nominal Diameter DN = 250 mm, at 7 m depth;
- Telecommunication cable TT16: bunch of cables in a protective PVC tube with DN = 80 mm, at 1.5 m depth;
- Telecommunication cable TT3: bunch of cables in a protective PVC tube with DN = 80 mm, at unknown depth;
- Waterline V1L80: metal pipe with DN = 80 mm, at unknown depth;
- Powerline, at 0.6 m depth.
3.2. Data Editing and Processing
4. Results and Discussion
4.1. B-scans
4.2. C-scans and Horizontal Slices
5. Conclusions
Author Contributions
Funding
Acknowledgments
Conflicts of Interest
References
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Central Frequency f [MHz] | Wave Velocity v [m/ns] | Wavelength λ [m] | Horizontal/ Vertical Full Resolution Δx/Δy [m] | Antenna Footprint A [m] (1) at Depth 1 m/2 m | Antenna Footprint A [m] (2) at Depth 1 m/2 m |
---|---|---|---|---|---|
400 | 0.106 | 0.265 | 0.06625 | 0.40/0.73 | 0.37/0.52 |
200 | 0.530 | 0.1325 | 0.47/0.80 | 0.53/0.74 |
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Ristić, A.; Govedarica, M.; Pajewski, L.; Vrtunski, M.; Bugarinović, Ž. Using Ground Penetrating Radar to Reveal Hidden Archaeology: The Case Study of the Württemberg-Stambol Gate in Belgrade (Serbia). Sensors 2020, 20, 607. https://doi.org/10.3390/s20030607
Ristić A, Govedarica M, Pajewski L, Vrtunski M, Bugarinović Ž. Using Ground Penetrating Radar to Reveal Hidden Archaeology: The Case Study of the Württemberg-Stambol Gate in Belgrade (Serbia). Sensors. 2020; 20(3):607. https://doi.org/10.3390/s20030607
Chicago/Turabian StyleRistić, Aleksandar, Miro Govedarica, Lara Pajewski, Milan Vrtunski, and Željko Bugarinović. 2020. "Using Ground Penetrating Radar to Reveal Hidden Archaeology: The Case Study of the Württemberg-Stambol Gate in Belgrade (Serbia)" Sensors 20, no. 3: 607. https://doi.org/10.3390/s20030607
APA StyleRistić, A., Govedarica, M., Pajewski, L., Vrtunski, M., & Bugarinović, Ž. (2020). Using Ground Penetrating Radar to Reveal Hidden Archaeology: The Case Study of the Württemberg-Stambol Gate in Belgrade (Serbia). Sensors, 20(3), 607. https://doi.org/10.3390/s20030607