scholarly journals Interwell Tracer Analyses of a Hydraulically Fractured Granitic Geothermal Reservoir

1982 ◽  
Vol 22 (04) ◽  
pp. 537-554 ◽  
Author(s):  
Jefferson W. Tester ◽  
Robert L. Bivins ◽  
Robert M. Potter

Abstract Field experiments with fluorescent dye and radioactive tracers (Br(82) and I(131)) have been employed to characterize a hot, low-matrix-permeability, hydraulically fractured granitic reservoir at depths of 2440 to 2960 m (8,000 to 9,700 ft). Tracer profiles and residence time distributions (RTD's) have been used to estimate sweep efficiencies and fracture volumes and to diagnose normal and pathological flow behavior both in injection and in production wells. The effectiveness of one- and two-dimensional (1- and 2D) theoretical dispersion models using single and multiple porous, fractured zones with velocity- and formation-dependent effects is discussed with respect to actual field data. Introduction Field tests of a hot dry rock (HDR) geothermal reservoir are being conducted by the Los Alamos Natl. Laboratory at the Fenton Hill site near the Valles Caldera in the Jemez Mountains of north central New Mexico. We are exploring the creation of artificial permeability in otherwise impermeable crystalline rock by hydraulic pressurization of the formation. A two-well (injector and producer) system allows for closed-loop circulation of pressurized water through the fractured reservoir. Heat extraction rates are controlled by the rate of thermal conduction through the rock surrounding fluid-filled fractures. Extensive testing of this hydraulically fractured reservoir in low-matrix-permeability granite at 150 to 200 degrees C (302 to 392 degrees F) and at depths of 2 to 3 km (6,500 to 10,000 ft) has been conducted during the past 5 years to characterize fracture initiation and propagation, flow distribution and impedance, reservoir size, fluid loss caused by permeation, geochemistry, and induced seismic effects. The results of several major tests where heat was extracted at rates ranging from 1 to 5 MW(t) are discussed in previous papers (Murphy and Tester, Tester and Albright, Murphy et al., and Zyvoloski et al).This paper focuses on the use of tracer techniques to characterize flow distributions in geothermal reservoirs, particularly in injection and production zones near wellbores and within the fractures themselves. Flow fractions, fracture volumes, RTD's, and the degree of fluid mixing within the fractured region can be determined by suitable tracer methods. For example, wellbore data from temperature, spinner, caliper, and borehole televiewer logs were used in conjunction with I(131) and Br(82) tracer logs under fluid injection and production conditions to construct a consistent geometric model to account for normal and pathological flow behavior within the fractured reservoir, behind casing, and at various borehole-to-fracture connections. In addition. because of the relatively small volume of the combined wellbore and fracture system [160 m (40,000 gal)], flow-through residence times were short, so repeated tests could be run. RTD's were determined in response to a tracer pulse injected into Well EE-1 and produced in Well GT-2, which was connected directly to the fractured region.The RTD provides a direct measure of the mean reservoir size and of the distribution of flow velocities in the connected system. As Wagner, Wagner et al., and Ogata point out, RTD tracer techniques can be very useful to the reservoir engineer in characterizing complex flow systems. For example. for our particular application to fractured HDR geothermal systems. tracer techniques were used to identify injection and production zone profiles and well casing cement integrity. Furthermore, the tracer-determined flow distributions and fracture volumes can be related to effective heat transfer areas. This is particularly useful in estimating thermal capacities and production lifetimes of actual HDR geothermal reservoirs. SPEJ P. 537^

1978 ◽  
Vol 1 (16) ◽  
pp. 102
Author(s):  
Peter Wright ◽  
J.S. Cross ◽  
N.B. Webber

A major drawback of all existing tracer techniques for monitoring shingle movement, except that of labelling with radioactive isotopes, is that tracer recovery rates are invariably low, (commonly less than 15% of the total injected) because recovery is limited to the beach surface. Investigations were made into the possibilities of developing a new tracer that might overcome this problem. The paper describes the results of, and the conclusions drawn from two trial field experiments carried out using metal tracer pebbles. These had specific gravities, size and shape similar to the indigenous beach pebbles, and were recovered both on and beneath the beach surface using metal detectors. By assessing the relative merits and drawbacks of the technique it was concluded that the use of metal pebbles as tracers for shingle beaches is more practical than other methods for most tracing purposes. At present the technique is best suited to investigations ranging in length from a few days to a few months and requiring small to medium-scale injections of 5000 tracer pebbles or less. The considerable scope for the further development and application of the technique is discussed.


SPE Journal ◽  
2019 ◽  
Vol 24 (03) ◽  
pp. 1322-1341 ◽  
Author(s):  
Liwu Jiang ◽  
Tongjing Liu ◽  
Daoyong Yang

Summary Non-Darcy flow and the stress-sensitivity effect are two fundamental issues that have been widely investigated in transient pressure analysis for fractured wells. The main object of this work is to establish a semianalytical solution to quantify the combined effects of non-Darcy flow and stress sensitivity on the transient pressure behavior for a fractured horizontal well in a naturally fractured reservoir. More specifically, the Barree-Conway model is used to quantify the non-Darcy flow behavior in the hydraulic fractures (HFs), while the permeability modulus is incorporated into mathematical models to take into account the stress-sensitivity effect. In this way, the resulting nonlinearity of the mathematical models is weakened by using Pedrosa's transform formulation. Then a semianalytical method is applied to solve the coupled nonlinear mathematical models by discretizing each HF into small segments. Furthermore, the pressure response and its corresponding derivative type curve are generated to examine the combined effects of non-Darcy flow and stress sensitivity. In particular, stress sensitivity in HF and natural-fracture (NF) subsystems can be respectively analyzed, while the assumption of an equal stress-sensitivity coefficient in the two subsystems is no longer required. It is found that non-Darcy flow mainly affects the early stage bilinear and linear flow regime, leading to an increase in pressure drop and pressure derivative. The stress-sensitivity effect is found to play a significant role in those flow regimes beyond the compound-linear flow regime. The existence of non-Darcy flow makes the effect of stress sensitivity more remarkable, especially for the low-conductivity cases, while the stress sensitivity in fractures has a negligible influence on the early time period, which is dominated by non-Darcy flow behavior. Other parameters such as storage ratio and crossflow coefficient are also analyzed and discussed. It is found from field applications that the coupled model tends to obtain the most-reasonable matching results, and for that model there is an excellent agreement between the measured and simulated pressure response.


10.2118/98-pa ◽  
1962 ◽  
Vol 2 (02) ◽  
pp. 87-94 ◽  
Author(s):  
M. Prats ◽  
P. Hazebroek ◽  
W.R. Strickler

Abstract The pressure and production behavior of a homogeneous cylindrical reservoir producing a single fluid through a centrally located vertical fracture of limited lateral extent was determined by using mathematical methods to solve the appropriate differential equation. It is assumed that there is no pressure drop within the fracture - that is, that the fracture capacity is infinite. It was found that the production-rate decline of such a reservoir is constant (except for very early times) when the flowing bottom-hole pressure remains constant. The production-rate decline increases as the fracture length increases. Thus, the lateral extent of fractures can be determined from the production-rate declines before and after fracturing or from the decline rate after fracturing when the properties of the formation and fluids are known. The production behavior over most of the productive life of such a fractured reservoir can be represented by an equivalent radial-flow reservoir of equal volume. The effective well radius of this equivalent reservoir is equal to one-fourth the total fracture length (within 7 per cent); the outer radius of this equivalent reservoir is very nearly equal (within 3.5 per cent) to that of the drainage radius of the fractured well. The effective well radius of a reservoir producing at semisteady state is also very nearly equal to one-fourth the total fracture length. It thus appears that the behavior of vertically fractured reservoirs can be interpreted in terms of simple radial-flow reservoirs of large wellbore. Introduction An earlier report has considered the effect of a vertical fracture on a reservoir producing an incompressible fluid. That investigation of the fractured reservoir producing an incompressible fluid was started because of its simplicity. Thus, pertinent behavior of fractured reservoirs was obtained at an early date, while experience was being gained of value in the solution of more complicated fracture problems. One of these more complicated problems, and the one discussed in this report, considers the effect of a compressible fluid (instead of incompressible fluids) on the production behavior of a fractured reservoir. In the incompressible-fluid work mentioned, it was shown that the production rate after fracturing could be described exactly by an effective well radius equal to one-fourth the fracture length whenever the pressure drop in the fracture was negligible. Because of the simplification in interpretation, it is a matter of much interest to determine whether the production behavior of reservoirs producing a compressible liquid could be described in terms of an effective well radius which remains essentially constant over the producing life of the field. The details of the mathematical investigation are given in the Appendixes. IDEALIZATION AND DESCRIPTION OF THE FRACTURED SYSTEM It is assumed that a horizontal oil-producing layer of constant thickness and of uniform porosity and permeability is bounded above and below by impermeable strata. The reservoir has an impermeable circular cylindrical outer boundary of radius r e. The fracture system is represented by a single, plane, vertical fracture of limited radial extent, bounded by the impermeable matrix above and below the producing layer (reservoir). It is assumed that there is no pressure drop in the fracture due to fluid flow. Fig. 1 indicates the general three-dimensional geometry of the fractured reservoir just described. When gravity effects are neglected, the flow behavior in the reservoir is independent of the vertical position in the oil sand. Thus, the flow behavior in the fractured reservoir is described by the two-dimensional flow behavior in a horizontal cross-section of the reservoir, such as the one shown in Fig. 2. SPEJ P. 87^


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