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Quantitative analysis of self-potential anomalies in archaeological sites of Israel: an overview

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Abstract

Self-potential (SP) method is one of the most non-expensive and unsophisticated geophysical methods. However, its application limits absence of reliable interpreting methodology, first for the complex geological–environmental conditions. The typical disturbances appearing in the SP method and ways for their removing (elimination) are discussed. Some brief review of the available interpretation methods indicates their insufficient effectivity, especially for the complex environments. For the magnetic method of geophysical prospecting, special quantitative procedures applicable under non-trivial environments (oblique polarization, rugged relief and unknown level of the normal field) have been recently developed. Performed analysis allowed to revealing some essential common peculiarities between the magnetic and SP fields. These common aspects make it possible to apply the advanced procedures developed in magnetic prospecting to SP method. Besides the reliable determination of the depth of anomalous target, these methodologies enable to calculate the polarization effect and corrections for the non-horizontal SP observations. For classification of SP anomalies is supposed to employ a new parameter—‘self-potential moment’. These procedures (improved modifications of characteristic point and tangent techniques) have been successfully tested on SP models and employed in the real situations in various archaeological sites in Israel. The present paper generalizes the earlier performed studies. The obtained results indicate the practical importance of the developed methodology.

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References

  • Abdelrahman EM, Sharafeldin SM (1997) A least squares approach to depth determination from residual self-potential anomalies caused by horizontal cylinders and spheres. Geophysics 62:44–48

    Google Scholar 

  • Abdelrahman EM, El-Araby TM, Ammar AA, Hassanein HI (1997) A least-squares approach to shape determination from selfpotential anomalies. Pure Appl Geophys 150:121–128

    Google Scholar 

  • Abdelrahman EM, Ammar AA, Hassanein HI, Hafez MA (1998) Derivative analysis of SP anomalies. Geophysics 63:890–897

    Google Scholar 

  • Akgün M (2001) Estimation of some bodies parameters from the self potential method using Hilbert transform. J Balkan Geophys Soc 4(2):29–44

    Google Scholar 

  • Banerjee B, Pal BP (1990) Frequency domain interpretation of Self-Potential anomalies. Gerlands Beitr Geophys 99(6):531–538

    Google Scholar 

  • Biswas A (2018) Inversion of amplitude from the 2-D analytic signal of self-potential anomalies. In: Essa KS (ed) Minerals. IntechOpen, London

    Google Scholar 

  • De Giorgi L, Leucci G (2017) The archaeological site of Sagalassos (Turkey): exploring the mysteries of the invisible layers using geophysical methods. Explor Geophys 49:751–761

    Google Scholar 

  • Di Maio R, Fedi M, Lamanna M, Grimaldi M, Pappaladro U (2010) The contribution of geophysical prospecting in the reconstruction of the buried ancient environments of the house of marcus Fabius Rufus (Pompeii, Italy). Archaeol Prospect 17:259–269

    Google Scholar 

  • Drahor MG (2004) Application of the self-potential method to archaeological prospection: some case histories. Archaeol Prospect 11:77–105

    Google Scholar 

  • Drahor MG, Akyol AL, Dilaver N (2006) An application of the self-potential (SP) method in archaeogeophysical prospection. Archaeol Prospect 3(3):141–158

    Google Scholar 

  • El-Araby HM (2004) A new method for complete quantitative interpretation of self-potential anomalies. J Appl Geophys 55:211–224

    Google Scholar 

  • Eppelbaum LV (2015) Quantitative interpretation of magnetic anomalies from bodies approximated by thick bed models in complex environments. Environ Earth Sci 74:5971–5988

    Google Scholar 

  • Eppelbaum LV, Khesin BE (2002) Some common aspects of magnetic, induced polarization and self-potential anomalies interpretation: implication for ore target localization. Collection of Selected Papers of the IV Intern. In: Symposium on Problems of Eastern Mediterranean Geology, pp. 279–293.

  • Eppelbaum LV, Khesin BE (2012) Geophysical Studies in the Caucasus. Springer, Heidelberg

    Google Scholar 

  • Eppelbaum LV, Mishne AR (2011) Unmanned airborne magnetic and VLF investigations: effective geophysical methodology of the near future. Positioning 2(3):112–133

    Google Scholar 

  • Eppelbaum LV, Itkis SE, Khesin BE (2000) Optimization of magnetic investigations in the archaeological sites in Israel. In: Special Issue of Prosperzioni Archeologiche “Filtering, Modeling and Interpretation of Geophysical Fields at Archaeological Objects”, pp. 65–92.

  • Eppelbaum L, Ben-Avraham Z, Itkis S, Kouznetsov S (2001a) First results of self-potential method application at archaeological sites in Israel. In: Transactions of the XI EUG International Symposium, Strasbourg, France, p. 657.

  • Eppelbaum LV, Khesin BE, Itkis SE (2001b) Prompt magnetic investigations of archaeological remains in areas of infrastructure development: Israeli experience. Archaeol Prospect 8(3):163–185

    Google Scholar 

  • Eppelbaum L, Ben-Avraham Z, Itkis S (2003a) Ancient Roman remains in Israel provide a challenge for physical-archaeological modeling techniques. First Break 21(2):51–61

    Google Scholar 

  • Eppelbaum LV, Ben-Avraham Z, Itkis SE (2003b) Integrated geophysical investigations at the Halutza archaeological site. In: Proceedings of the 64 EAGE Conf., Florence, Italy, pp. 1-4.

  • Eppelbaum LV, Khesin BE, Itkis SE, Ben-Avraham Z (2004) Advanced analysis of self-potential data in ore deposits and archaeological sites. In: Proceedings of the 10th European Meeting of Environmental and Engineering Geophysics, Utrecht, The Netherlands, pp. 1–4.

  • Ernstson K, Scherer V (1986) Self-potential variations with time and their relation to hydrogeologic and meteorological parameters. Geophysics 51(10):1967–1977

    Google Scholar 

  • Essa K, Mehanee S, Smith PD (2008) A new inversion algorithm for estimating the best fitting parameters of some geometrically simple body to measured self-potential anomalies. Explor Geophys 39:155–163

    Google Scholar 

  • Fitterman DV (1979) Calculation of self-potential anomalies near vertical contacts. Geophysics 44(2):195–205

    Google Scholar 

  • Fox RW (1830) On the electromagnetic properties of metallicferous veins in the mines of Cornwall. Royal Society London, Philosophical Transactions, London, pp 399–414

    Google Scholar 

  • Giannakis I, Tsourlos P, Papazachos C, Vargemezis G, Giannopoulos A, Papadopoulos N, Tosti F, Alani A (2019) A hybrid optimization scheme for self-potential measurements due to multiple sheet-like bodies in arbitrary 2D resistivity distributions. Geophys Prospect 67:1948–1964

    Google Scholar 

  • Gobashy M, Abdelazeem M, Abdrabou M, Khalil MH (2019) Estimating model parameters from self-potential anomaly of 2D inclined sheet using whale optimization algorithm: applications to mineral exploration and tracing shear zones. Nat Resour Res. https://doi.org/10.1007/s11053-019-09526-0,1-21

    Article  Google Scholar 

  • Göktürkler G, Balkaya Ç (2012) Inversion of self-potential anomalies caused by simple-geometry bodies using global optimization algorithms. J Geophys Eng 10:498–507

    Google Scholar 

  • Hartal M (1997) Banias, the aqeduct. Excav Surv Israel 16:5–8

    Google Scholar 

  • Kempinski A, Reich R (eds) (1992) The architecture of ancient Israel. Israel Exploration Society, Jerusalem

    Google Scholar 

  • Kenyon KM (1979) Archaeology in the Holy Land. Norton, USA

    Google Scholar 

  • Khesin BE, Alexeyev VV, Eppelbaum LV (1996) Interpretation of geophysical fields in complicated environments. Kluwer Academic Publishers (Springer), London (Ser.: Modern Approaches in Geophysics, Boston–Dordrecht–London)

    Google Scholar 

  • Kilty KT (1984) On the origin and interpretation of self-potential anomalies. Geophys Prospect 32(1):51–62

    Google Scholar 

  • Mauriello P, Monna D, Patella D (1998) 3D geoelectric tomography and archaeological applications. Geophys Prospect 46:543–570

    Google Scholar 

  • Meyers EM (ed) (1996) The Oxford encyclopedia of archaeology in the near east. Oxford University Press, Oxford

    Google Scholar 

  • Oliveti I, Cardarelli E (2019) Self potential data inversion for environmental and hydrological investigations. Pure Appl Geophys 176:3607–3628

    Google Scholar 

  • Parasnis DS (1986) Principles of Applied Geophysics, 4th ed revised and supplemented. Chapman and Hall, London

    Google Scholar 

  • Petrovsky A (1928) The problem of a hidden polarized sphere. Philosophical magazine. Series 7:914–933

    Google Scholar 

  • Rao SVS, Mohan NL (1984) Spectral interpretation of self-potential anomaly due to an inclined sheet. Curr Sci 53(9):474–477

    Google Scholar 

  • Rao DA, Babu HV, Sivakumar GDJ (1982) A Fourier transform method for the interpretation of SP anomalies due to two-dimensional inclined sheets of finite depth extent. Pure Appl Geophys 120:365–374

    Google Scholar 

  • Reich R (1992) Architecture of ancient Israel. Israel Exploration Society, Jerusalem

    Google Scholar 

  • Semenov AS (1980) Electric prospecting by self-potential method. 4st edn. revised and supplemented. Nedra, Leningrad (in Russian)

  • Shevnin VA, Bobachev AA, Ivanova SV, Baranchuk KI (2014) Joint analysis of self potential and electrical resistivity tomography data for studying Alexandrovsky settlement. In: Trans. of the 20th Meeting of Environmental and Engineering Geophysics. Athens, Greece, Mo PA2 04, pp. 1–5.

  • Sındırgi P, Pamukḉu O, Özyalin S (2008) Application of normalized full gradient method to self potential (SP) data. Pure Appl Geophys 165:409–427

    Google Scholar 

  • Skianis GA, Papadopoulos TD, Vaiopoulos DA (1991) 1-D and 2-D spatial frequency analysis of SP field anomalies produced by a polarized sphere. Pure Appl Geophys 137:251–260

    Google Scholar 

  • Skianis G, Papadopoulos T, Vaiopoulos DA, Nikolaou S (1995) A new method of quantitative interpretation of SP anomalies produced by a polarized inclined sheet. Geophys Prospect 43:677–691

    Google Scholar 

  • Telford WM, Geldart LP, Sheriff RE (1990) Applied geophysics, 2nd edn. Cambridge University Press, Cambridge

    Google Scholar 

  • Tlas M, Asfahani J (2013) An approach for interpretation of self-potential anomalies due to simple geometrical structures using Fair function minimization. Pure Appl Geophys 170:895–905

    Google Scholar 

  • Tsokas GN, Tourlos PI, Kim J-H, Papazachos CB, Vargemezis G, Bogiatzis P (2014) Assessing the condition of the rock mass over the tunnel of Eupalinus in Samos (Greece) using both conventional geophysical methods and surface to tunnel electrical resistivity tomography. Archaeol Prospect 21:277–291

    Google Scholar 

  • Wynn JC, Sherwood SI (1984) The self-potential (SP) method: an inexpensive reconnaissance and archaeological mapping tool. J Field Archaeol 11:195–204

    Google Scholar 

  • Zaborovsky AI (1963) Electric prospecting. Gostoptekhizdat, Moscow

    Google Scholar 

  • Zhdanov MS, Keller GV (1994) The geoelecrical methods in geophysical exploration. Elsevier, Amsterdam

    Google Scholar 

Download references

Acknowledgements

The author would like to thank two anonymous reviewers, who thoroughly reviewed the manuscript, and their critical comments and valuable suggestions were very helpful in preparing this paper. The author thanks Dr. S. Itkis and Mr. S. Kouznetsov for their active participation in the SP field observations.

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Correspondence to Lev V. Eppelbaum.

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Appendix

Appendix

See Tables 2, 3

Table 2 Formulas for quantitative interpretation of self-potential anomalies from bodies approximated by thin bed and horizontal circular cylinder (HCC) using the improved characteristic point method (after Eppelbaum and Mishne (2011), with modifications)
Table 3 Nomenclature of variables applied for quantitative analysis of SP anomalies due to model of thin bed and horizontal circular cylinder (see Table 2)

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Eppelbaum, L.V. Quantitative analysis of self-potential anomalies in archaeological sites of Israel: an overview. Environ Earth Sci 79, 377 (2020). https://doi.org/10.1007/s12665-020-09117-w

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