DEVELOPMENT OF A SUPPLEMENTARY TECHNIQUE FOR DETERMINING IN SITU STRESS MAGNITUDE USING ACOUSTIC WAVE PROPAGATION

Bambang Widarsono

Abstract


In accordance with the increasing awareness of the importance of in situ stress information in the design of various geotechnical and other petroleum related subsurface engineering in Indonesia, a complete knowledge of the insitu stress is a fundamental requirement. Basically, complete information of the insitu state of stress means both the trends and magnitudes of the principal in situ stresses. Some stress determination techniques can provide a complete stress tensor (e.g. differential strain analysis, DSA, method), some provide an incomplete tensor (e.g. sleeve fracturing method), and some provide merely the directions of the principal stresses. The Shear wave (S-wave) splitting technique presented by Widarsono et al (1998), following the earlier works made by Yale and Sprunt (1989), obviously falls in the last category. In some cases, which usually do not require in situ stress information regarding the magnitudes as an input parameter, principal stress directions still provide useful information. Nevertheless, the expanding use of in situ stress information requires, as stated above, a complete information, which means the stress magnitudes as well as directions. Designs of hydraulic fracturing, wellbore stability, and prevention of sand problems are among examples for which information about in situ stresses is required. In relation to the requirement outlined above, the effort which results are presented in this paper was devoted to presenting efforts to predict in situ stress magnitude by using ultrasonic wave propagation. This paper mainly presents efforts to find relations between acoustic propagation and in situ stress magnitude with an ultimate goal to provide the S-wave splitting technique presented in Widarsono et al (1998) with a means for estimating stress magnitudes.

Keywords


Supplementary, Determining, Acoustic Wave Propagation

Full Text:

PDF

References


Budiansky, B. & O'Connell, R.J. (1976) "Elastic Moduli of a Cracked Solid". ". Int. J.

Solids Structures, 12, p: 81 – 97.

Crampin, S. (1978) "Seismic Wave Propagation Through A Cracked Solid: Polarization

As A Possible Dilatancy Diagnostic". Geophys. JR Astr. Soc., 53, p: 467-496.

Dunn, DE, Lester, J., La Fountain & Jackson, RE (1973) "porosity Dependence and

mechanism of Brittle Fracture in Sandstones. J. Geophys. Res., 78, p: 2403-2417.

Engelder, T. (1993) "Stress Regimes in The Lithosphere". Princeton University Press,

Princeton, New Jersey, pp: 457.

Engelder, T. & Plumb, R. (1984) "Changes in In Situ Ultrasonic Properties of Rock Strain

Relaxation". Int. J. Rock Mech. Min. Sci. And geomech. Abstr., 21, p: 75-82.

Eshelby, J.D. (1957) "The Determination of The Elastic Field of an Ellipsoidal Inclusion,

and related Problems". Proc. R. Soc. Lond., Ser. A, 241, p: 376-396.

Garbin, H.D. & Knopoff, L. (1973) "The Compressional Modulus of A Material Permeated

By A Random Distribution of Circular Cracks. Q. Appl. Math., 30, p: 453- 464.

Garbin, HD & Knopoff, L . (1975) "Elastic Moduli of a Medium With Liquid-filled

Cracks". Q. Appl. Math., 33, p: 301 - 303.

Hudson, JA (1980) "Overall Properties of Cracked Solid". Math. Proc. Camb. Phil. Soc.,

, p: 371-384.

Hudson, JA (1981) "Wave Speed and Attenuation of Elastic Waves in Material Containing

Cracks". Geophys. JR Astr. Soc., 64 , p: 133 – 150.

Kranz, RL (1979) "Crack-crack and Crackpore Interactions in Stressed Granite". Int. J.

Rock Mech. Min. Sci. And geomech. Abstr., 16, p: 37-47.

Kuster, G. & Tokzos, N. (1974) "Velocity and Attenuation of Seismic Waves in Two-phase

Media-Part I: Theoretical Formulations". Geophysics, 39, p: 587-606.

Mal, A.K., Ang, D.D. & Knopoff, L. (1968) "Diffraction of Elastic Waves By A Rigid

Circular Disc". Proc. Camb. Phil. Soc., 64, p: 237 - 247.

Nishizawa, O. (1982) "Seismic Velocity Anisotropy in A Medium Containing Oriented

Cracks-Transversely Isotropic Case". J. Phys. Earth, 30, p: 331 - 347.

Shakeel, A. & King, M.S. (1998) "Acoustic Wave Anisotropy In Sandstones With Systems

of Aligned Cracks". In: P.K. Harvey and MA Lovell (editors), Core-Log Integration,

Geological Society Special Publication No. 136, The Geo-logical Society, p: 173- 183.

Simmons, G & Richter, D. (1976) "Microcracks in Rock". In: R.G.J. Strens (editor), The

Physics and Chemistry of Minerals and Rocks, J. Wiley, New York, p: 105 – 137.

Teufel, L.W. (1983) "Determination of The Principal Horizontal In Situ Stress Directions

from Anelastic Strain Recovery Measurements of Oriented Cores from deep Weels:

Application to The cotton Valley Formation of East Texas". In: S. Nemat - Naser (editors)

Geomechanics, Am. Soc. Mech. Engineers, New York, p: 55-63.

Widarsono, B., King, M.S. & Marsden, J.R. (1998) "In Situ Stress Prediction Using

Differential Strai Analysis and Ultrasonic Shear-wave Splitting". In: P.K. Harvey and MA

Lovell (editors), Core-Log Integration, Geological Society Special Publication No. 136,

The Geological Society, p: 185 - 195.

Wu, TT (1966) "The Effect of Inclusion Shape on Elastic Moduli of A Two-phase

Material". Int. J. Solids Structures, 2, p: 1-8.

Yale, D.P. & Sprunt, E.S. (1989) "Prediction of Fracture Orientation Using Shear Acoustic

Anisotropy". The Log Analyst, 30, p: 65-70




DOI: https://doi.org/10.29017/SCOG.29.1.1018

Creative Commons License
This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.