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地震波反射系数偏导矩阵的精确解及对近似计算的精度分析
Characteristic and precision analysis of derivative for the reflection coefficients of seismic wave
【摘要】 目前叠前反演方法大多是基于Zoeppritz方程近似式实现的,它仅适应于弱反射介质界面、中小角度(或小偏移距)的地震数据反演,不能满足勘探开发的地质需求.本文建立了基于zoeppritz方程精确求解反射系数的梯度矩阵,分析了矩阵特点和精度,为研究利用反射系数梯度精确解反演地震参数奠定了基础.
【Abstract】 Most of the current pre-stack inversion methods are based on approximate equations of the Zoeppritz equation which only adapt to seismic data with weak reflection media interface and small angle(or small offset),and cannot meet the demand of geological exploration and development in Shengli Oilfield.A gradient matrix of reflection coefficient based on the Zoeppritz equation is established,and the characteristics and accuracy of the matrix are analyzed in this paper.The foundation are laid for the study of seismic parameters inversion utilizing the exact solutions of the reflection coefficient gradient.
【Key words】 Zoeppritz equation; derivative matrix; reflection coefficients;
- 【文献出处】 地球物理学进展 ,Progress in Geophysics , 编辑部邮箱 ,2012年03期
- 【分类号】P631.4
- 【下载频次】111