A Comprehensive Application of a Composite Reservoir Model to Pressure Transient Analysis Conference Paper uri icon

abstract

  • Abstract This paper presents analytical solutions for interpreting pressure transient tests for wells producing from a finite composite reservoir system. We also present rate solutions and methods for analyzing long term production data and forecasting production of oil or gas in a finite composite reservoir. Composite reservoirs are reservoirs made up of two concentric zones of different hydraulic diffusivities. This type of reservoir consists of an inner and outer zone of uniform reservoir and fluid properties separated by a discontinuity. Composite systems include reservoirs with a fluid bank, reservoirs with a burning front, reservoirs with reduced permeability around the wellbore due to drilling fluid invasion and reservoirs with increased permeability around the wellbore due to acidizing or, as a good approximation, even fracturing. This paper demonstrates that a composite reservoir model can be used to analyze wells with a high negative skin or wells intercepting a finite or an infinite conductivity hydraulic fracture. The differential equations for continuity of mass flow in the two regions are solved using Laplace transformation techniques for both the constant rate and constant pressure inner boundary conditions, The pressure solution is presented for a well in a finite or infinite-acting reservoir with wellbore storage effects. Both finite and infinite-acting reservoir solutions are presented for the constant pressure case. The paper demonstrates the behavior of pressure at the well located in the inner zone of the composite system with different permeability ratios of the inner and outer zone and different radii of the inner zone. Pressure and rate solutions are presented for different values of effective fracture permeability and effective fracture lengths. These type curves are equivalent to finite conductivity fracture type curves with wellbore storage effects included. The pressure and rate solutions for reservoirs with a fluid bank are also presented.

name of conference

  • All Days

published proceedings

  • All Days

author list (cited authors)

  • Olarewaju, J. S., & Lee, W. J.

citation count

  • 7

complete list of authors

  • Olarewaju, JS||Lee, WJ

publication date

  • April 1987