Research on Viscoelasticity and its Influence Factors of Polymer Solution

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Abstract:

The Wiesenberger number is a common dimensionless quantity to reflect the elastic effect of fluids. It’s usually applied in mechanical calculation of viscoelastic fluid and calculated by the first normal stress difference. So the first normal stress difference and Wiesenberger number are applied to describe the viscoelasticity of polymer solutions. Though many literature reviews on the viscoelasticity of polymer solutions have been reported, only a few studied the Wiesenberger number and the first normal stress difference of viscoelastic fluid. Since the corresponding relation between Wiesenberger number and mass concentration and salinity of polymer solution is not clear, HAAKE RS150 rheometer was used during all steady and dynamic shear experiments, effects of mass concentration and salinity on the visco-elasticity of polymer solution in low shear rate were discussed, first normal-stress difference and Wiesenberger number were calculated. Results show that: with the increase of mass concentration of polymer solution and the decrease of salinity, both first normal-stress difference and Wiesenberger number increase, the visco-elasticity of polymer solution increases; At the same shear rate, the higher the salinity is, the smaller the first normal stress difference is, the smaller the Wiesenberger number is and the less obvious the viscoelasticity is. The Wiesenberger number of ordinary polymer solution used in the oilfield is about 1 when the shear rate is 10s-1and salinity is 508mg/L.

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Advanced Materials Research (Volumes 535-537)

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1065-1069

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June 2012

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] Demin Wang, et al. Acta Petrolei Sinica 2000, 21(9):45-51.J. Clerk Maxwell, A Treatise on Electricity and Magnetism, 3rd ed., vol. 2. Oxford: Clarendon, 1892, p.68–73.( In Chinese)

Google Scholar

[2] Wang Gang, Demin Wang, Huifen Xia, Lijuan Zhang. Journal of Daqing Petroleum Institute, 2007.31(1):25-30.K. Elissa, "Title of paper if known," unpublished. ( In Chinese)

Google Scholar

[3] Huifen Xia, Demin Wang, Gang Wang, Fanshun Kong et al.Acta Petrolei Sinica,2006, 27(2):60-65. ( In Chinese)

Google Scholar

[4] Huifen Xia, Demin Wang, Qingjie Guan. Journal of Daqing Petroleum Institute 2002,26(2):105-108. ( In Chinese)

Google Scholar

[5] Qinghai Chen; et al. Petroleum Geology & Oilfield Development in Daqing, 2006,25(1):91-92. ( In Chinese)

Google Scholar

[6] Dao-Shan Li, Wanli Kang, HongJun Zhu. Oilfield Chemistry, 2003,20(4);347-349. ( In Chinese)

Google Scholar

[7] Zhaomin Li, Hui Chen, Shanbo Huang, Shujuan Wang. Journal of Xi an Shiyou University(Natural Science Edition), 2009,24(3):69-72. ( In Chinese)

Google Scholar

[8] Liping Wang. Sino-Global Energy, 2010,15(3):57-61. ( In Chinese)

Google Scholar

[10] Caihong Li, Yuling Zhang, Xiaoming Wang, Jingbang HU. Journal of Daqing Petroleum Institute, 1994,18(4):133-138. ( In Chinese)

Google Scholar

[11] Haifeng Jiang, Demin Wang, Huifen Xia. Journal of Daqing Petroleum Institute 2008,32(4):61-65. ( In Chinese)

Google Scholar

[12] WuWei, Guoliang Mao, Gang Li, Chenwen Dou. Journal of Daqing Petroleum Institute 2006,30(4):118-120. ( In Chinese)

Google Scholar

[13] Hongjun Yin, Huiying Zhong, Hongtao Wang, et al. Special Oil & Gas Reservoirs, 2005,12(4);36-39.(In Chinese)

Google Scholar

[14] Barnes, H.A, et al. An Introduction to Rheology[M].Beijing ;China Petrochemical Press. 1992;66.

Google Scholar

[15] Yuanze Xu.Polymer Structural Rheology [M] Chengdu:Sichuan Publishing House,1988:60-61. ( In Chinese)

Google Scholar