考虑上覆地层影响的角道集合成方法

    An angle-gather synthesis method accounting for the influence of overlying strata

    • 摘要: 基于Zoeppritz方程界面反射理论的角道集合成方法,通常采用统一震源子波进行褶积合成,难以有效刻画复杂层状介质中的波场传播特征、薄层调谐效应及能量透射损失。针对该问题,本文提出一种考虑上覆地层影响的角道集合成方法。该方法以层反射单元为基本计算单元,引入入射子波矩阵,在频率域内综合计入层内多次波、转换波、薄层干涉以及地震波下行与上行传播过程中的透射响应,最终直接输出角道集。通过多种模型的正演模拟对所提方法进行验证。结果表明,与基于精确Zoeppritz方程的角道集合成方法相比,本文方法能更全面地反映地震波传播过程中的能量衰减与复杂波场特征,所得深层振幅响应相对真实可靠,且能保持PP波与PS波AVA变化趋势的一致性,可为叠前正演模拟、AVA分析及储层预测提供更为可靠的理论与方法基础。

       

      Abstract: Angle-gather synthesis methods based on Zoeppritz equations that describe seismic reflection at an interface, generally performing convolution-based synthesis using wavelets from a unified source, fail to effectively characterize wavefield propagation, thin-layer tuning effects, and energy transmission losses in complex layered media. To address this issue, this study proposes an angle-gather synthesis method that incorporates the influence of overlying strata. The proposed method employs layer reflection units as basic computational elements and introduces an incident wavelet matrix. In the frequency domain, the proposed method comprehensively incorporates intralayer multiples, converted waves, thin-layer interference, and transmission responses during both downgoing and upgoing seismic wave propagation, ultimately outputting angle gathers directly. The proposed method was validated through forward modeling of various models. The results demonstrate that compared to the angle-gather synthesis method based on the exact Zoeppritz equations, the proposed method can provide a more comprehensive characterization of energy attenuation and complex wavefield during seismic wave propagation. It yields more reliable amplitude responses of deep strata while also maintaining consistent amplitude variation with incident angle (AVA) of PP and PS waves. Overall, this study provides a more robust theoretical and methodological foundation for pre-stack forward modeling, AVA analysis, and reservoir prediction.

       

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