| 恢复地层剥蚀厚度的最优化方法 |
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| 引用本文： | 郝石生,贺志勇,高耀斌,张有成. 恢复地层剥蚀厚度的最优化方法[J]. 沉积学报, 1988, 6(4): 93-99 |
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| 作者姓名： | 郝石生 贺志勇 高耀斌 张有成 |
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| 作者单位： | 石油大学研究生部 |
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| 摘 要： | 传统的恢复地层剥蚀厚度的方法是利用钻井、声波和地震资料。但限于各种地质条件而不能广泛应用。本文采取最优化方法,在计算成熟度的数学模型基础上,根据剖面上实测R。值实现对热史的反演求得剥蚀厚度。
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| 关 键 词： | 剥蚀厚度 最优化 有机质成熟度 镜质体反射率 不整合面 |
| 收稿时间： | 1986-09-27 |
AN OPTIMIZATION METHOD FOR RESTORATION OF ERODEDFORMATION THICKNESS |
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| Affiliation: | Graduate School of China Petroleum univercity |
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| Abstract: | Based on modern organic metamorphism theories, maturity of organic matter (often expressed as vitrinite reflectance Ro ) can be modelled as a function of geologic time and paleogeotemperatures ( i.e., the thermal history): M=F(t, T). ( 1 ) When the paleogeothermal gradient is estimated, the thermal history varies with the erroded thickness X: T = f (X, t) ( 2 ) Thus the model predicted maturity M is 8 function of the eroded thickness.If a series of vitrinhte reflectance data below the unconformity are available in a well eg. (Roi, i = 1, 2,……, m ), an object function can be setablished as: I=Σ[Rc(Mi)-Roi]2( 3 ) where Rc(Mi ) is the calculated vitrinite reflectance from predicted, maturity corresponding to each measured ROi.Therefore I is obciously a function of the eroded thickness.The computer program is deaigned to search for an optimal X which gives the smallest value of I, ie.. the best fit of the calculated maturity to the measured. Application of the method in two actuat wells is given to show the validity of the method. |
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