Complex resistivity of mineral rocks in the context of the generalised effective‐medium theory of the induced polarisation effect

References

1. BurtmanV., EndoM. and ZhdanovM.S.2011. High‐frequency induced polarization measurements of hydrocarbon‐bearing rocks. 81st SEG annual international meeting, Expanded Abstracts.
2. BurtmanV., GribenkoA. and ZhdanovM.S.2010. Advances in experimental research of induced polarization effect in reservoir rock. 80th SEG annual international meeting, Expanded Abstracts.
3. BurtmanV. and ZhdanovM.S.2015. Induced polarization effect in reservoir rocks and its modeling based on generalized effective‐medium theory. Resource‐Efficient Technologies1, 34–48.
   [Google Scholar]
4. ColeK.S. and ColeR.H.1941. Dispersion and absorption in dielectrics. Journal of Chemistry and Physics9, 343–351.
   [Google Scholar]
5. GurinG., TarasovA., IlyinY. and TitovK.2013. Time domain spectral induced polarization of disseminated electronic conductors: laboratory data analysis through the Debye decomposition approach. Journal of Applied Geophysics98, 44–53.
   [Google Scholar]
6. GurinG., TitovK., IlyinY. and TarasovA.2015. Induced polarization of disseminated electronically conductive minerals: a semi‐empirical model. Geophysical Journal International200, 1555–1565.
   [Google Scholar]
7. HubbardC.G., WestL.J., Rodriguez‐BlancoJ.D. and ShawS.2014. Laboratory study of spectral induced polarization responses of magnetite‐Fe2+ redox reactions in porous media. Geophysics79, D21–D30.
   [Google Scholar]
8. KamenetskyF.M., StettlerE.H. and TrigubovichG.M.2010. Transient Geoelectromagnetics. Ludwig‐Maximillian University of Munich.
   [Google Scholar]
9. KavianM., SlobE.C. and MulderW.A.2012. A new empirical complex resistivity model. Geophysics77(3), E185–E191.
   [Google Scholar]
10. KemnaA.2000. Tomographic inversion of complex resistivity: theory and application . PhD thesis. Ruhr University Bochum, Germany.
11. KirkpatrickS.C., GelattD. and VecchiM.P.1983. Optimization by simulated annealing. Science220, 671–680.
    [Google Scholar]
12. KleinJ.D., BieglerT. and HornetM.D.1984. Mineral interfacial processes in the method of induced polarization. Geophysics49, 1105–1114.
    [Google Scholar]
13. LandauL.D. and LifshitzE.M.1982. Electrodynamics of the Continuous Medium. 2nd edn. Elsevier Butterworse‐Heinemann.
    [Google Scholar]
14. LinW., ZhdanovM.S., BurtmanV. and GribenkoA.2015. GEMTIP inversion of complex resistivity data using a hybrid method based on a genetic algorithm with simulated annealing and regularized conjugate gradient method. 85th SEG annual international meeting, Expanded Abstracts.
15. LuoY. and ZangG.1998. Theory and application of spectral‐induced polarization. Society of Exploration Geophysicists.
    [Google Scholar]
16. MahanM.K., RedmanJ.D. and StrangwayD.W.1986. Complex resistivity of synthetic sulfide bearing rocks. Geophysical Prospecting34, 743–768.
    [Google Scholar]
17. MarshallD.J. and MaddenT.R.1959. Induced polarization, a study of its causes. Geophysics24, 790–816.
    [Google Scholar]
18. MisraS., Torres‐VerdínC., RevilA., RasmusJ. and HomanD.2016a. Interfacial polarization of disseminated conductive minerals in absence of redox‐active species—Part 1: mechanistic model and validation. Geophysics81(2), E139–E157.
    [Google Scholar]
19. MisraS., Torres‐VerdínC., RevilA., RasmusJ. and HomanD.2016b. Interfacial polarization of disseminated conductive minerals in absence of redox‐active species–Part 2: effective electrical conductivity and dielectric permittivity. Geophysics81(2), E159–E176.
    [Google Scholar]
20. NelsonP.H.1997. Induced polarization research at Kennecott, 1965–1977. The Leading Edge16, 29–33.
    [Google Scholar]
21. OstranderA.G. and ZongeK.L.1978. Complex resistivity measurements of sulfide‐bearing synthetic rocks. 48th SEG annual international meeting, Abstract M‐6, 113.
22. PeltonW.H.1977. Interpretation of induced polarization and resistivity data . PhD thesis, University of Utah, USA.
23. PeltonW.H., WardJ.G., HallofJ.G., SillW.R. and NelsonP.H.1978. Mineral discrimination and removal of inductive coupling with multifrequency IP. Geophysics43, 588–609.
    [Google Scholar]
24. RevilA., WoodruffW.F., Torres‐VerdínC. and PrasadM.2013. Complex conductivity tensor of anisotropic hydrocarbon‐bearing shales andmudrocks. Geophysics78, D403–D418.
    [Google Scholar]
25. RevilA., FlorschN. and MaoD.2015. Induced polarization response of porous media with metallic particles–Part 1: a theory for disseminated semiconductors. Geophysics80, D525–D538.
    [Google Scholar]
26. RollinsonG.K., AndersenJ.C., SticklandaR.J., BoniM. and FairhurstR.2011. Characterization of non‐sulphide zinc deposits using QEMSCAN. Minerals Engineering24, 778–787.
    [Google Scholar]
27. SheinmanS.M.1969. Contemporary Physical Foundations of the Electrical Prospecting Theory. Moscow, Russia: Nedra, 224pp.
    [Google Scholar]
28. SlaterL., ChoiJ. and WuY.2005. Electrical properties of iron‐sand columns: implications for induced polarization investigation and performance monitoring of iron‐wall barriers. Geophysics70, G87‐G94.
    [Google Scholar]
29. SlaterL., NtarlagiannisD. and WishartD.2006. On the relationship between induced polarization and surface area in metal‐sand and clay‐sand mixtures. Geophysics71, A1‐A6.
    [Google Scholar]
30. StrattonJ.A.1941. Electromagnetic Theory. New York: McGraw‐Hill.
    [Google Scholar]
31. TakakuraS., NakadaK. and MurakamiH.2013. Complex resistivity measurements of sericite. Butsuri‐Tansa66(2), 119–125.
    [Google Scholar]
32. TakakuraS., SasakiY., TakahashiT. and MatsukumaY.2014. Complex resistivity measurements of artificial samples containing pyrite and magnetite particles. Butsuri‐Tansa67(4), 267–275.
    [Google Scholar]
33. VanhalaH. and PeltoniemiM.1992. Spectral IP studies of Finnish ore prospects. Geophysics57, 1545–1555.
    [Google Scholar]
34. J.R.Wait
    WaitJ.R.1959. The variable‐frequency method. In: Overvoltage Research and Geophysical Applications, (ed. J.R.Wait ). Pergamon.
    [Google Scholar]
35. WaitJ.R.1982. Geo‐Electromagnetism, Academic Press.
    [Google Scholar]
36. WhitleyD.L.1994. A genetic algorithm tutorial, Statistics and Computing4, 65–85.
    [Google Scholar]
37. WongJ.1979. An electrochemical model of the induced‐polarization phenomenon in disseminated sulfide ores. Geophysics44, 1245–1265.
    [Google Scholar]
38. WongJ. and StrangwayD.W.1981. Induced polarization in disseminated rocks containing elongated mineralization sulfide ores. Geophysics46, 1258–1268.
    [Google Scholar]
39. YokoyamaH., NakatsukaK., AbeM. and KatoS.1984. Complex resistivity of artificial ore containing pyrite particles. Butsuri‐Tanko37, 169–180.
    [Google Scholar]
40. ZhdanovM.S.2002. Geophysical Inverse Theory and Regularization Problems. Elsevier, 628pp.
    [Google Scholar]
41. ZhdanovM.S.2008a. Generalized effective‐medium theory of induced polarization. Geophysics73, 197–211.
    [Google Scholar]
42. ZhdanovM.S.2008b. New geophysical technique for mineral exploration and mineral discrimination based on electromagnetic methods. US Patent No. 7,324,899.
43. ZhdanovM.S.2009. Geophysical Electromagnetic Theory and Methods. Elsevier, 848pp.
    [Google Scholar]
44. ZhdanovM.S.2010. Electromagnetic geophysics: notes from the past and the road ahead. Geophysics75, 75A49–75A66.
    [Google Scholar]
45. ZhdanovM.S.2015. Inverse theory and applications in geophysics. Elsevier, 704pp.
46. ZongeK.1974. Electrical properties of rocks as applied to geophysical prospecting . PhD thesis, University of Arizona, USA.
47. ZongeK. and WynnJ.C.1975. Recent advances and applications in complex resistivity measurements. Geophysics40, 851–864.
    [Google Scholar]