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Maximum Effective Hole Mathematical Modei and Exact Solution for Commingled Reservoir 被引量:2
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作者 孙贺东 刘磊 +1 位作者 周芳德 高承泰 《Chinese Journal of Chemical Engineering》 SCIE EI CAS CSCD 2003年第5期550-554,共5页
The maximum effective hole-diameter mathematical modei describing the flow of slightly compressible fluid through a commingled reservoir was solved rigorously with consideration of wellbore storage and different skin ... The maximum effective hole-diameter mathematical modei describing the flow of slightly compressible fluid through a commingled reservoir was solved rigorously with consideration of wellbore storage and different skin factors. The exact solutions for wellbore pressure and the production rate obtained from layer j for a well production at a constant rate from a radial drainage area with infinite and constant pressure and no flow outer boundary condition were expressed in terms of ordinary Bessel functions. These solutions were computed numerically by the Crump's numerical inversion method and the behavior of systems was studied as a function of various reservoir parameters. The modei was compared with the real wellbore radii modei. The new modei is numerically stable when the skin factor is positive and negative, but the real wellbore radii modei is numerically stable only when the skin factor is positive. 展开更多
关键词 well-testing mathematical model effective hole diameter layered reservoir
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