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Development and application of iterative facies-constrained seismic inversion 被引量:4
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作者 huang xu-ri Li Li +3 位作者 Li Fa-Lv Li Xi-Sheng Chen Qi Dai Yue 《Applied Geophysics》 SCIE CSCD 2020年第4期522-532,共11页
To improve the accuracy of inversion results,geological facies distributions are considered as additional constraints in the inversion process.However,the geological facies itself also has its own uncertainty.In this ... To improve the accuracy of inversion results,geological facies distributions are considered as additional constraints in the inversion process.However,the geological facies itself also has its own uncertainty.In this paper,the initial sedimentary facies maps are obtained by integrated geological analysis from well data,seismic attributes,and deterministic inversion results.Then the fi rst iteration of facies-constrained seismic inversion is performed.According to that result and other data such as geological information,the facies distribution can be updated using cluster analysis.The next round of facies-constrained inversion can then be performed.This process will be repeated until the facies inconsistency or error before and after the inversion is minimized.It forms a new iterative facies-constrained seismic inversion technique.Compared with conventional facies-constrained seismic inversion,the proposed method not only can reduces the non-uniqueness of seismic inversion results but also can improves its resolution.As a consequence,the sedimentary facies will be more consistent with the geology.A practical application demonstrated that the superposition relationship of sand bodies could be better delineated based on this new seismic inversion technique.The result highly increases the understanding of reservoir connectivity and its accuracy,which can be used to guide further development. 展开更多
关键词 Iterative facies-constrained seismic inversion production dynamics data integration connectivity analysis
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高频适用的层状介质电磁场数值模拟
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作者 李昆 黄旭日 +2 位作者 陈康 徐云贵 曹卫平 《Applied Geophysics》 SCIE CSCD 2023年第2期135-145,240,共12页
在地球物理勘探中,均匀层状介质电磁场表达式含有汉克尔积分,其核函数可以化简为含有0阶与1阶的贝塞尔(Bessel)函数组合,限于电磁场的复杂特性,大部分层状介质电磁场汉克尔积分不存在解析表达式,且随着其宗量的增大,Bessel函数呈现出快... 在地球物理勘探中,均匀层状介质电磁场表达式含有汉克尔积分,其核函数可以化简为含有0阶与1阶的贝塞尔(Bessel)函数组合,限于电磁场的复杂特性,大部分层状介质电磁场汉克尔积分不存在解析表达式,且随着其宗量的增大,Bessel函数呈现出快速振荡和慢衰减的特性,由此造成电磁场难以高精度计算,特别是高频和长收发距情况下难度更大。针对这一问题,本文提出一种可适用高低频及长短收发距的全解析积分方法,其基本思想是将层状介质电磁场表达式中的汉克尔积分的系数部分采用二次形函数插值,其单元内插值结果与贝塞尔函数的乘积可推导出解析表达式,然后将所有离散单元叠加求和,从而求得汉克尔积分的数值解,最终实现高精度的层状介质数值模拟。采用含有不同形式贝塞尔函数积分的全空间电磁场表达式对全解析积分算法进行测试,计算结果表明:该算法正确且精度高;本文算法在不同的频率范围与收发距下均具有较高的计算精度,特别在高频与长收发距下,比选取的四种数字滤波算法计算精度高两个数量级以上,具有较强的普适性。 展开更多
关键词 高频电磁场 长收发距 汉克尔积分 形函数法
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Marchenko imaging based on self-adaptive traveltime updating
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作者 Chen Xiao-Chun Hu Ye-Zheng +4 位作者 huang xu-ri Zhang Hou-Zhu Cao Wei-Ping Xu Yun-Gui Tang Jing 《Applied Geophysics》 SCIE CSCD 2020年第1期81-91,168,169,共13页
Marchenko imaging obtains the subsurface reflectors using one-way Green’s functions,which are retrieved by solving the Marchenko equation.This method generates an image that is free of spurious artifacts due to inter... Marchenko imaging obtains the subsurface reflectors using one-way Green’s functions,which are retrieved by solving the Marchenko equation.This method generates an image that is free of spurious artifacts due to internal multiples.The Marchenko imaging method is a target-oriented technique;thus,it can image a user specified area.In the traditional Marchenko method,an accurate velocity model is critical for estimating direct waves from imaging points to the surface.An error in the velocity model results in the inaccurate estimation of direct waves.In turn,this leads to errors in computation of one-way Green’s functions,which then affects the final Marchenko images.To solve this problem,in this paper,we propose a self-adaptive traveltime updating technique based on the principle of equal traveltime to improve the Marchenko imaging method.The proposed method calculates the time shift of direct waves caused by the error in the velocity model,and corrects the wrong direct wave according to the time shift and reconstructs the correct Green’s functions.The proposed method improves the results of imaging using an inaccurate velocity model.By comparing the results from traditional Marchenko and the new method using synthetic data experiments,we demonstrated that the adaptive traveltime updating Marchenko imaging method could restore the image of geological structures to their true positions. 展开更多
关键词 Marchenko imaging Marchenko equation Green’s function principle of equal traveltime self-adaptive traveltime updating
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