摘要
采用双程波动方程的逆时偏移可以使成像不受构造倾角限制且精度较高,但双程波动方程的采用使地震波在分界面处产生反射,在偏移过程中产生低频干扰,尤其在浅层更为严重,从而使得成像剖面中出现噪声。通过研究弱反射方程和特征值分解法,采用基于特征值分解的一阶压力速度弱反射方程压制叠前逆时偏移噪声。通过理论模型分析表明:该方法不但保持了偏移成像不受构造倾角限制且精度较高的优点,而且有效地压制了界面反射波,从而消除逆时偏移过程中产生的低频干扰,使成像效果有显著的改善。
Pre-stack reverse-time migration using two-way wave equation can bring high image accuracy and is not restricted by structural obliquity. But owing to using two-way wave equation, seismic waves in the medium have the reflection at the interface, engendering low-frequency disturbance during migration, especially in shallow lays, and producing some noise in migration section. We propose the method, that is, the first-order weak reflection equation of pressure-speed is combined with eigenvalue decomposition, through the research of both the weak reflection equation and eigenvalue decomposition methods. The theoretical model analyses show that, this approach can not only get high accuracy imaging without being restricted by structural obliquity, but also effectively suppress the interface reflected wave in the process of reverse-time migration, consequently eliminating low-frequency disturbance generated by the interface reflected wave in the imaging. So it has a very marked improvement to the effect of imaging.
出处
《中南大学学报（自然科学版）》
EI
CAS
CSCD
北大核心
2013年第8期3363-3369,共7页
Journal of Central South University:Science and Technology
基金
国家自然科学基金资助项目(41004047,41274123)
中南大学自由探索项目
关键词
叠前逆时偏移
弱反射波方程
特征值分解
噪声压制
pre-stack reverse-time migration
weak reflected wave equation
eigenvalue decomposition
suppress noise
