Page 93 - A Practical Companion to Reservoir Stimulation
P. 93

PRACTICAL COMPANION TO RESERVOIR STIMULATION




            EXAMPLE F-3
                                                                 md-ft,  then while  r',.D = 0.5  from  Eq.  11-3, r',,  increases
            Relative Importance of Increasing Fracture Length    threefold. Since r', = rw,e-sj, where sris the fracture skin effect,
            or Conductivity                                      increasing  the fracture  half-length  would  result  in  a major
                                                                 increase in production. Thus, the conclusion  for a very low
            Assume that two reservoirs have permeabilities equal to 0.05   permeability reservoir   is that  a  longer  fracture length  is
            and  md, respectively. Investigate the   importance Of   extremely important, whereas k,w is relatively less important.
            creating fractures of 500- and  1500-ft half-lengths  with kjw   For the 5-md reservoir, x,=  500 ft and k,p = 500 md-ft.
            products of 500 and  I500 md-ft.
                                                                                (3.1 4)  (5) (500)
            Solution (Ref. Section 11-2)                                     a=    2 (500)   = 8,
            The relative capacity parameter, a, as given by Eq. 1 1 - 1 can be
            calculated. For the 0.05-md reservoir and for xf = 500 ft and   and thus as shown by Eq.  11-6, the effective wellbore radius
            kjw = 500 md-ft,                                     is not affected by increasing the fracture length. Thus, a longer
                                                                 fracture would not result in any appreciable benefit. However,
                         (3.14)(0.05)(500)                       doubling the k,w product would result in the doubling of r:.
                     a=                 = 0.08.         (F-7)
                             2 (500)                             The conclusion for high-permeability reservoirs, resulting in
                                                                 low-conductivity  fractures,  is  that  the  k,(w product  and  its
              If the k,w product is 1500 md-ft, then a = 0.026  (ie., an   maximization  are crucial.  Using  a high-permeability  prop-
            even more conductive fracture).  In both cases, the dimension-   pant-one   that can sustain its integrity under stress for a long
            less effective wellbore radius is equal to 0.5. Thus, in a low-   period of time-and   especially low-damage fracturing fluids
            permeability  reservoir,  even  a  low kjw  product  (lackluster   is essential to the success of hydraulic fracture treatments in
            fracture) can result in a major increase in production.  If, on   high-permeability  reservoirs.  Fracture  length in this case is
            the other hand, xf increases to  1500 md-ft  with kjw = 1500   relatively less important.














































            F-2
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