Mathematical Statistics Method of Evaluating Application Effects of a New Type of Gas Anchor

Jun Wang¹, Wen-He Li², Rong Zhong³

¹Enhanced Oil and Gas Recovery Key Laboratory of Ministry of Education, Northeast Petroleum University, Daqing, China.
²College of Mathematics and Statistics，Northeast Petroleum University, Daqing, China.
³The First Production Plant, Daqing Oilfield Co. Ltd., Daqing, China.

DOI: 10.4236/epe.2015.77029                

Abstract

Based on the basic formula of the confidence interval and the sampling error of mathematical statistics, the mathematical statistics method of evaluating application effects of a new type of gas anchor was given in this paper. By the method mentioned above, the confidence interval and the sampling errors of the relevant mean value differences of Daqing Oilfield S block’s 150 wells, according to the mean value differences of the liquid producing capacity per day, the oil production per day, the submergence depth of the 10 sampling test wells, in which before and after a new type of gas anchor were laid down, were calculated. The calculation results show that a new type of gas anchor has a better effect of increasing oil production of oil well and enhancing pump efficiency. Through the real value differences analysis of the liquid producing capacity per day, the oil production per day, the submergence depth of 150 wells mentioned above, in which before and after a new type of gas anchor were laid down, it was verified. By using the confidence interval and the sampling errors of the liquid producing capacity per day, the oil production per day, the submergence depth mentioned above, in which before and after a new type of gas anchor were laid down, the application effects of a new type of gas anchor could be evaluated. And a mathematical statistics method of evaluation application effects of a new type of gas anchor is presented.

Keywords

A New Type of Gas Anchor, Confidence Interval, Sampling Error, Application Effects Evaluation

Conflicts of Interest

The authors declare no conflicts of interest.

References

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