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计算剥蚀厚度的优化孔隙度法:程序及应用
引用本文:何将启,王宜芳.计算剥蚀厚度的优化孔隙度法:程序及应用[J].高校地质学报,2002,8(2):207-214.
作者姓名:何将启  王宜芳
作者单位:1. 同济大学海洋地质与地球物理系,上海200092; 2. 中国石化无锡实验地质研究所,无锡214151
摘    要:碎屑岩(泥岩和砂岩)在正常压实埋藏过程中,原始孔隙度的演化随埋深的增加呈指数减小,利用在深度Zi处的孔隙度实测值Φi及其理论值Φ,考虑m次观察中的误差平方和,找到最有可能使得该误差平方和达到最小的原始孔隙度Φ0及地层的剥蚀厚度h,对地层剥蚀厚度的一种新的计算方法一优化孔隙度法的原理作了简单介绍。并给出了实用的计算机应用程序和应用实例,还就本方法应用中的问题进行了简单的讨论。

关 键 词:剥蚀厚度  优化孔度法  应用程序
文章编号:1006-7493(2002)02-207-08
修稿时间:2002年1月3日

Optimum Estimation of the Thickness of Erosion by Porosity Data: Program and A Case
HE Jiang-qi ,WANG Yi fang.Optimum Estimation of the Thickness of Erosion by Porosity Data: Program and A Case[J].Geological Journal of China Universities,2002,8(2):207-214.
Authors:HE Jiang-qi    WANG Yi fang
Institution:1. Department of Marine Geology and Geophysics, Tongji University, Shanhai 200092, China; 2. Wuxi Research Institute of Experimental Geology, SINOPEC, Wuxi 214151, China
Abstract:A new approach is briefly introduced for the optimum estimation of the thickness of erosion using primary porosity data. There are two keys that should be considered in this method: (1) the porosity data must be primary; (2) the porosity on the ground surface is not a fixed constant, but a variable changing with the sedimentation condition and other factors. In this paper we deal with these two aspects separately. For the former, we revise the porosity based on study of diagenesis. For the latter, optimum statistic principle is used. The method is applied to both the mudstone and sandstone from Mingshui Formation of Changling Depression in southern Songliao Basin. Both two estimations yield a similar result of about 500 m of erosion by using computer program. Considerations that should be taken into account in geological application are also discussed in this paper.
Keywords:thickness of erosion  optimum estimation by porosity data  computer program
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