structure and general approach of hiti
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Structure and general approach of HiTI Integrated industry and - PowerPoint PPT Presentation

Geothermal Energy FP6 EC call (12/2004) Probing high temperature geothermal reservoirs from electrical methods : HiTi EC project and the IDDP Pezard P.A., Gibert B., Asmundsson R., Freidlifsson G. O., Sanjuan B., Henninges J., Halladay N.,


  1. « Geothermal Energy » FP6 EC call (12/2004) Probing high temperature geothermal reservoirs from electrical methods : HiTi EC project and the IDDP Pezard P.A., Gibert B., Asmundsson R., Freidlifsson G. O., Sanjuan B., Henninges J., Halladay N., Edwards R., Henriette A. and Deltombe J.-L. HiTi : “High Temperature Instruments” (2007 - 2010)

  2. Structure and general approach of HiTI • Integrated industry and science cooperation to progress in the understanding of very high enthalpy geothermal systems • Innovative but “realistic” approach … ( ≤ 2010 !) • Strong link to Iceland and the IDDP IDDP 2 km 5 km reserv oir at superc ritical condit ions • Two main thrusts : - Reservoir appraisal (exploration phase) - Production monitoring (exploitation phase)

  3. Structure and general approach of HiTI • Integrated industry and science cooperation to progress in the understanding of very high enthalpy geothermal systems • Innovative but “realistic” approach … ( ≤ 2010 !) • Strong link to Iceland and the IDDP IDDP 2 km 5 km reserv oir at superc ritical condit ions • Two main thrusts : - Reservoir appraisal (exploration phase) - Production monitoring (exploitation phase)

  4. Reservoir probing from electrical properties as part of HiTI • Electrical resistivity provides large-scale investigation • What does it really mean (clay, porosity, pore fluid) ? • Here : case of Krafla in Iceland in prevision for IDDP

  5. Solving the electrical problem in a geothermal environment Cw from Waxman & Smits (1968), Pape et al. (1984), Flovenz + Cs Co = F et al. (1985), Pezard (1990), Pezard et al. (1991), Ildefonse and Pezard (2001), and a few others. • C w = f (s, T) with ’’s’’ (pore fluid salinity) largely unknown • C s = g (alteration, T) with alteration from GR and core analyses • F = h (Ø, τ ) both from core for matrix and altered phases => ONE equation and FIVE unknowns ( to the first order ) => integrated analysis of core and in situ measurements required.

  6. Solving the electrical problem in the laboratory (Paterson press) Cw • electrical and thermal properties + Cs Co = • rheology at supercritical conditions F • mass balance from fluid chemistry Complex impedance (ohms) (10 Mhz-10hz) Paterson gas cell -5,0E+06 « Dry » olivine sample 1151 ° C -4,5E+06 measured up to 1151 °C 1115 ° C -4,0E+06 965 ° C 940 ° C -3,5E+06 890 ° C 785 ° C -3,0E+06 -2,5E+06 -2,0E+06 -1,5E+06 -1,0E+06 -5,0E+05 0,0E+00 Real impedance (ohms) Experiments on « wet » samples up to 500-600°C and 200-300 bars

  7. Solving the electrical problem downhole: new tools development (T ≤ 300°C) Cw + Cs Co = with C o = (1/R o ) from LLd (DLL) F • integrated analysis of core with in situ measurements : - C o and T measured in situ with new DLL (CALIDUS) - alteration clays and C s from GR (ALT) and core - fracturing from BHTV images (ALT) - stress field from BHTV travel time (ALT) - Ø in the matrix from core and BHTV amplitude - m or T for the matrix (pore topology) from core only => appraisal of pore fluid salinity (C w ) in the rock

  8. Reservoir probing from electrical properties as part of HiTI • Electrical resistivity problem solved in the ocean crust for hydrothermal circulation and with IODP data. IDDP : T ≈ 300°C to 450°C (T ≈ 200°C) • Potential benefit : an improved integrated reservoir appraisal.

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