• شماره ركورد كنفرانس
    5048
  • عنوان مقاله

    A New Generalized Model for Prediction of Two-Phase Relative Permeability:Water-Oil Experimental Results for Berea Sandstone

  • Author/Authors
    Navid ،Mirjordavi Department of Chemical and Petroleum Engineering - Sharif University of Technology, Tehran, Iran , Mohsen ،Masihi Department of Chemical and Petroleum Engineering - Sharif University of Technology, Tehran, Iran , Leila ،Javanbakht Department of Chemical and Petroleum Engineering - Sharif University of Technology, Tehran, Iran
  • كليدواژه
    Two-Phase Relative Permeability , Berea Sandstone , multi-phase flow , drainage process , Corey and Naar- Henderson models
  • سال انتشار
    1388
  • عنوان كنفرانس
    ششمين كنگره بين المللي مهندسي شيمي
  • زبان مدرك
    انگليسي
  • چكيده فارسي
    فاقد چكيده
  • چكيده لاتين
    Accurate prediction of relative permeability for various reservoir rocks at various saturation conditions has been of concern for a long time in petroleum industry. Relative permeability is known as one of the most significant parameters in simulation of actual multi-phase flow through porous media during life-time of a hydrocarbon reservoir. In addition, it plays important role in oil production and well completion. Direct experimental measurement in order to determine relative permeability of porous rock has long been recorded in petroleum related literature. However, empirical methods for determining relative permeability are becoming more widely used, particularly with the advent of digital reservoir simulators. In this paper, a new generalized model for prediction of two-phase relative permeability is proposed which just utilizes end-points of phases. Furthermore, experimental studies on Berea sandstone for two-phase (water-oil) system are done during drainage process. The relative permeability curves predicted by proposed model are in good harmony with experimental results and compared to Corey and Naar-Henderson models, the proposed model has more accuracy.
  • كشور
    ايران
  • تعداد صفحه 2
    7
  • از صفحه
    1
  • تا صفحه
    7