Affiliation:
1. Delft University of Technology, Faculty of Applied Earth Sciences, Section of Applied Geophysics, Mijnbouwstraat 120, 2628 RX Delft, The Netherlands. Emails:
Abstract
During scaled hydraulic fracturing experiments in our laboratory, the fracture growth process is monitored in a time‐lapse experiment with ultrasonic waves. We observe dispersion of compressional waves that have propagated across the hydraulic fracture. This dispersion appears to be related to the width of the hydraulic fracture. This means that we can apply the dispersion measurements to monitor the width of the hydraulic fracture in an indirect manner. For a direct determination of the width, the resolution of the signal is required to distinguish the reflections that are related with two distinct fluid/solid interfaces delimiting the hydraulic fracture from its solid embedding. To make this distinction, the solid/fluid interfaces must be separated at least one eighth of a wavelength and represent sufficient impedance contrast. The applicability of the indirect dispersion measurement method however, extends to a fracture width that is in the order of 1% of the incident wavelength. The time‐lapse ultrasonic measurements allow us to relate the small difference in arrival time and amplitude between two measurements solely to the small changes in the width of the fracture. Additional experimental data show that shear waves are completely shadowed by hydraulic fractures, indicating that there is no acoustic contact mechanism at the fracture interface. Therefore we think it is appropriate to use a thin fluid‐filled layer model for these hydraulic fractures instead of the standard empirically oriented linear slip model. Nevertheless, the thin layer model is consistent with the linear‐slip model, if interpreted correctly. A comparison of width measurements inside the wellbore and width estimates by means of dispersion measurements close to the wellbore shows that the method can be successfully applied, at least under laboratory conditions, and that small changes in the width of the fracture are directly expressed in the dispersion of the transmitted signal. This opens the way for the important new application of width monitoring of hydraulic fractures.
Publisher
Society of Exploration Geophysicists
Subject
Geochemistry and Petrology,Geophysics
Reference15 articles.
1. Baker, G. A., and Graves‐Morris, P., 1981, Padé approximants, part I. Basic theory, vol. 13, Addison‐Wesley Publ. Co.
2. de Pater, C., Desroches, J., Groenenboom, J., and Weijers, L., 1996, Physical and numerical modeling of hydraulic fracture closure: SPE Production and Facilities, 122–128.
3. Thin‐layer response and spectral bandwidth
4. Groenenboom, J., and Fokkema, J., 1996, Thin layers and jump/average field relations: 66th Ann. Internat. Mtg. Soc. Expl. Geophys., Expanded Abstracts.
5. Elastic waves through a simulated fractured medium
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