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    基于PRP-FR混合共轭梯度的闭环自由表面多次波压制方法研究

    Closed-loop surface-related multiple elimination based on PRP-FR hybrid conjugate gradient

    • 摘要: 闭环自由表面多次波压制(CL-SRME)方法与传统的自由表面多次波压制(SRME)方法具有相同的理论基础,但CL-SRME方法采取波形反演的方式对一次波进行直接估计,从而实现多次波的有效压制。与SRME方法不同,CL-SRME方法不需要自适应相减步骤,避免了在多次波压制过程中由于一次波与多次波能量相互干扰导致的一次波能量损失问题。因此,CL-SRME方法能够在精确压制多次波的同时有效保留一次波的能量。CL-SRME作为一种波形反演方法,其一次波反演过程的收敛速度是影响其性能的关键因素,因此,引入了(Polak-Ribière-Polyak-Fletcher-Reeves)PRP-FR混合共轭梯度法,以加快反演过程的收敛速度,从而在较少的迭代次数下获得更加精确的一次波反演结果。模型和实际资料试算验证了该方法在多次波压制中的有效性与适应性。

       

      Abstract: The closed-loop surface-related multiple elimination (CL-SRME) method shares a common theoretical foundation with the traditional surface-related multiple elimination (SRME) approach. Unlike SRME using adaptive subtraction, CL-SRME directly estimates primary waves through waveform inversion for effective multiple suppression, which avoids potential primary energy loss caused by primary-multiple interference during suppression and enables precise multiple attenuation while effectively preserving primary energy. As a waveform inversion-based method, the convergence rate of primary-wave estimation is a key factor affecting CL-SRME performance. Therefore, a (Polak-Ribière-Polyak-Fletcher-Reeves)PRP-FR hybrid conjugate gradient method is introduced to accelerate the convergence of the inversion process, thereby achieving more accurate primary-wave estimation with fewer iterations. Synthetic and field data tests demonstrate the effectiveness and adaptability of the proposed method.

       

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