TY - JOUR T1 - The Key Factor Analysis to the Reservoirs on the Basis of Bayesian Law AU - Sun, Jian AU - Lı, Qi AU - Chen, Mingqiang AU - Zhang, Zekai PY - 2019 DA - March Y2 - 2019 DO - 10.22399/ijcesen.422691 JF - International Journal of Computational and Experimental Science and Engineering JO - IJCESEN PB - İskender AKKURT WT - DergiPark SN - 2149-9144 SP - 37 EP - 42 VL - 5 IS - 1 LA - en AB - The oil price shocksfurther exaggerates the inherent difficulties in studying exploration ofcomplex reservoirs. Therefore, as the main way of reducing cost, it's necessaryto analyze the main factors of complex reservoir formation before intensivelyexploration. Bayesian law is used to build a diagnostic model. Six key factorsin the effectiveness of hydrocarbon reservoir are starting points. According tothe maximum entropy principle and single well event’s probability of drilledwells with prior probability, the probability of adverse factors in the formingof hydrocarbon reservoir can be concluded. Therefore, influencing degree ofeach factor can be obtained. Meanwhile, by the theory of Slicher, thedistribution of oil and gas reservoirs conform to Poisson’s distribution. Theresults can be applied to calculate the probability of hydrocarbon reservoir’sdiscovery and to predict the exploration potential of survey region. From theperspective of testing, this paper use Wushi sag as an example. By using thesingle well event’s probability of nine drilled wells and calculating theinfluence value of key factors which are adverse to form the hydrocarbonreservoir in Wushi sag, this paper focuses on the key aspects-poor reservoircondition and absent migration pathway. By applying Poisson’s distribution tostudy the exploration prospect, this study reveals that there is at least onedistrict where commercial gas reservoirs will be discovered in Wushi sag. Inconclusion, the diagnostic model based on Bayesian law provides a new andunique way of thinking to solve the geological problems in complex condition,and it is effective to the petroleum geological knowledge. KW - Bayesian Law KW - Wushi Sag KW - Probability Theory KW - Poisson Distribution KW - Prospection CR - [1] Gong Deyu, Li Ming et al. (2014) Geochemical Characteristics and Origins of the Oils in Wushi Sag, Tarim Basin. Natural Gas Geoscience Vol.25 No.1 Jan. CR - [2] Lei Ganglin, Ran Qigui et al. (2013) Characteristics and Controlling Factors of Mesozoic Reservoirs in Eastern Wushi Sag, Tarim Basin. XINJIANG PETROLEUM GEOLOGY. Vol.34 No.1Feb. 17-19. CR - [3] Zhou Yanzhao, Lu Xuesong et al. (2016) The main controlling factors of reservoir physical property and oiliness in the structural lithologic reservoirs in the east of Wushi Sag, Kuqa foreland basin. Natural Gas Geoscience. Vol.27 No.6 Jun. CR - [4] Advanced Mathematics Teaching Research Group of Zhejiang University. (1985) Engineering MathematicsProbability Theory and Mathematical Statistics. Beijing: Higher Education Press, 21-26. CR - [5] Wang Rongxin (1996) Mathematical Statistics. Xian: Xi’an Jiaotong University Press. CR - [6] Zhang Zhenhong, Lv Xiuxiang et al. (2004) Petrogeologic feature of Wushi Sag in Talimu Basin. Journal of Xi′an Shiyou University(Natural Science Edition) Vol.18 No. 4Jul. 29-31+65-3. CR - [7] Jia Jinhua, Zhou Dongyan et al. (2004) Petroleum geologic characteristics of Wushi Sag in Tarim Basin. ACTA PETROLEI SINICA. Vol.25 No.6Nov. 12-17. CR - [8] Zheng Min, Peng Gengxin et al. (2008) Structural pattern and its control on hydrocarbon accumulations in Wushi Sag, Kuche Depression, Tarim Basin. PETROLEUM EXPLORATION AND DEVELOPMENT. Vol.35 No.4Aug. 444-451. CR - [9] Zhang Bo, Li Jianghai et al. (2007) PRELIMINARY DISCUSSION ON GEOLOGICAL DISTRIBUTION OF METAMORPHICCORE COMPLEX AND HYDROCARBON IN KUCHE DEPRESSION. NATURAL GAS GEOSCIENCE. Vol.18 No.2Apr. 200-203. CR - [10] Yang Fan, Jia Jinhua (2006) Alluvial Fan and Fan-delta Sedimentary Facies and Favorable Assemblage of Reservoir and Seal of Wushi Sag (Cretaceous) in Tarmi Basin. ACTA SEDIMENTOLOGICA SINICA Vol.24 No.5Oct. 681-689. CR - [11] Yu Hai, Chen Yong et al. (2008) The Way to Identify the Prior probability Distribution on the Base of Maximum Entropy Principle Risk. CHINA SCIENCE AND TECHNOLOGY INFORMATION. Feb. 276-277. UR - https://doi.org/10.22399/ijcesen.422691 L1 - https://dergipark.org.tr/en/download/article-file/654627 ER -