Influence Factor Research of Artificial-Interlayer Shape in Bottom-Water Heavy Oil Reservoir

Article Preview

Abstract:

Artificial barrier morphology distribution mechanism and the EOR factors of he heavy oil reservoir with bottom water is be researched, Through numerical calculation and numerical simulation method. The model for calculating the height of the artificial-interlayer with curvilinear side surface is established. This model quantitatively describes the relationship between the artificial-interlayer height and oil yield, reservoir thickness, radial distance from well axis, reservoir permeability and crude oil viscosity. Maximum artificial-interlayer height and radius, the artificial-interlayer heights at different radial distances can be obtained according to this model. Through the case, the characteristics of artificial-interlayer form are analyzed, and rules of artificial-interlayer conformation are obtained when artificial-interlayer liquid with different volume, viscosity and race are injected. The further research are carried out through numerical simulation method, and the theoretical results are be Compared and verified which deepen the study of artificial-interlayer shape influence factor . Results show that: the volume and position of injected gel have more influence on development effect is obviously, the interlayer is designed 3M over the oil-water interface and thickness perforated is 6m is better, which provides a reference for the development of bottom-water reservoir.

You might also be interested in these eBooks

Info:

Periodical:

Advanced Materials Research (Volumes 524-527)

Pages:

1245-1251

Citation:

Online since:

May 2012

Authors:

Export:

Price:

Permissions CCC:

Permissions PLS:

Сopyright:

© 2012 Trans Tech Publications Ltd. All Rights Reserved

Share:

Citation:

[1] Hou Jun et al. Calculation of water cresting height for horizontal well in bottom-water[J]. Journal of Hydrodynamics,Ser.A. Shang Hai, China, 2006, 3(21):374~380.

Google Scholar

[2] Xie Lin-feng, Li Xiang-fang et al. New Calculating Method of Highness and Shape of Water Cone for Gas Pool Driven by Bottom Water[J]. Natural Gas Industry. Cheng Du, China, 2004, (24)4: 54-56.

Google Scholar

[3] Coat K.H. et al. A Mathematical Model for Water Movement about Bottom Water Drive Reservoirs[J]. SPEJ. 1962, 1(3): 44-52.

DOI: 10.2118/160-pa

Google Scholar

[4] Allard.D.R, Chen.S.M et al. Calculation Water Influx for Bottom Water Drive Reservoirs[J]. SPEJ, 1988, 2(3): 405-415,.

Google Scholar

[5] Hou Jun, Cheng Lin-song et al. Calculation Method for the Water Cone Height of Bottom-water Reservoir[J]. Journal of Xi'an Shiyou University, Xi'an ,China, 2006, 3(21): 23-27.

Google Scholar

[6] Dou Hong-en. A new Theory and Method of Enhanced Oil Recovery[J]. Journal of Petroleum. 1998, 1(91):81-90.

Google Scholar

[7] Zhang Xing-guo, Tian Shicheng, Chen Conglin, He Huiqiang, Yang Binyi. Function of Man-made Barrier on Bottom-water Coning[J]. Geoscience. 2002, 1(16):83-87.

Google Scholar

[8] Cheng Hao, Zhang Shi-qiang, Zhong Shui-qing, Huang Zhen, Ye Dengsheng. Study and Application of Water Coning Controlling Techniques for Thin-bed Reservoirs with Bottom Water[J]. Natural Gas Exploration & Development. 2005, 4(28):43-45.

Google Scholar

[9] Zhang Jian-guo, Lei Guang-lun et al. Fluid Mechanics in Porous Medium of Hydrocarbon Reservoir[M]. University of Petroleum Press. Shandong, China,1997: 48-51.

Google Scholar