Full Waveform Inversion Using Perfectly Reflectionless Subgridding
    1.
    发明申请
    Full Waveform Inversion Using Perfectly Reflectionless Subgridding 审中-公开
    全波反射采用完全无反射的子网格

    公开(公告)号:US20140372043A1

    公开(公告)日:2014-12-18

    申请号:US14286107

    申请日:2014-05-23

    IPC分类号: G01V1/34

    CPC分类号: G01V1/303 G01V2210/679

    摘要: Method for reconstructing subsurface profiles for seismic velocity or other geophysical properties from recorded seismic data. In one embodiment, a starting model of seismic velocity is assumed (10). The computational domain is divided into two (or more) subdomains by horizontal planes based on an analysis of velocity model (30), and the allowed maximum grid size for each subdomain is determined (50). Auxiliary perfectly matched layers (PML's) are attached to each planar interface between subdomains (80), e.g. two PML's on each side of the interface between the coarse and fine subdomains. Simulated seismic data are computed using the SG-DO technique (100-230). The simulated seismic data are compared to the recorded seismic data, then the residual is calculated (240) and used to update the model (320). The method may be iterated until the model is suitably converged (260).

    摘要翻译: 从记录的地震数据重建地震速度或其他地球物理特性的地下剖面的方法。 在一个实施例中,假定地震速度的起始模型(10)。 基于速度模型(30)的分析,计算域由水平面划分为两个(或多个)子域,并确定每个子域的允许的最大网格大小(50)。 辅助完美匹配层(PML)附接到子域(80)之间的每个平面界面,例如。 两个PML在粗略和精细子域之间的界面的每一边。 使用SG-DO技术(100-230)计算模拟地震数据。 将模拟地震数据与记录的地震数据进行比较,然后计算残差(240)并用于更新模型(320)。 可以重复该方法,直到模型适当地收敛(260)。

    Reflection Seismic Data Q Tomography
    3.
    发明申请
    Reflection Seismic Data Q Tomography 审中-公开
    反射地震数据Q层析成像

    公开(公告)号:US20150253444A1

    公开(公告)日:2015-09-10

    申请号:US14437158

    申请日:2013-08-30

    IPC分类号: G01V1/30

    摘要: Method for reconstructing subsurface Q depth profiles from common offset gathers (92) of reflection seismic data by performing migration (40), ray tracing (100), CDP-to-Data Domain surface takeoff angle finding (96, 98), kernel matrix construction (110), depth-to-time conversion and wavelet stretching correction (80), source amplitude spectrum fitting, centroid frequency shift calculation (90), and box-constrained optimization (120).

    摘要翻译: 通过执行迁移(40),光线跟踪(100),CDP到数据域表面起飞角度发现(96,98),核心矩阵构造来重建反射地震数据的共同偏移集合(92)的地下Q深度剖面的方法 (110),深度到时间转换和小波拉伸校正(80),源幅度谱拟合,重心频移计算(90)和箱约束优化(120)。

    Poynting Vector Minimal Reflection Boundary Conditions
    6.
    发明申请
    Poynting Vector Minimal Reflection Boundary Conditions 审中-公开
    坡印矢量最小反射边界条件

    公开(公告)号:US20160223697A1

    公开(公告)日:2016-08-04

    申请号:US14887621

    申请日:2015-10-20

    IPC分类号: G01V1/28 G06F17/16

    摘要: A method for exploring for hydrocarbons, including: simulating a seismic waveform, using a computer, wherein computations are performed on a computational grid representing a subsurface region, said computational grid using perfectly matched layer (PML) boundary conditions that use an energy dissipation operator to minimize non-physical wave reflections at grid boundaries; wherein, in the simulation, the PML boundary conditions are defined to reduce computational instabilities at a boundary by steps including, representing direction of energy propagation by a Poynting vector, and dissipating energy, with the dissipation operator, in a direction of energy propagation instead of in a phase velocity direction; and using the simulated waveform in performing full waveform inversion or reverse time migration of seismic data, and using a physical property model from the inversion or a subsurface image from the migration to explore for hydrocarbons.

    摘要翻译: 一种用于探索碳氢化合物的方法,包括:使用计算机模拟地震波形,其中在表示地下区域的计算网格上执行计算,所述计算网格使用完全匹配层(PML)边界条件,其使用能量耗散算子 最小化网格边界处的非物理波反射; 其中,在模拟中,定义了PML边界条件以减少边界处的计算不稳定性,所述步骤包括表示坡坡廷矢量的能量传播方向,以及耗散算子在能量传播方向上耗散能量,而不是 在相速度方向上; 并使用模拟波形进行地震数据的全波形反演或反向时间偏移,并使用来自反演的物理性质模型或来自迁移的地下图像来探索碳氢化合物。

    2D multiline seismic reflection tomography with seismic-tie constraint

    公开(公告)号:US10739481B2

    公开(公告)日:2020-08-11

    申请号:US15450854

    申请日:2017-03-06

    IPC分类号: G01V1/30 G01V1/28

    摘要: A method, including: generating updated velocity models, each corresponding to one of a plurality of initial velocity models of intersecting 2D seismic survey lines, wherein updates to the plurality of initial velocity models are computed by imposing a seismic-tie regularization constraint on an inversion process that inverts for the updates to the plurality of initial velocity models, and the seismic-tie regularization constraint causes the updated velocity models to have consistent values for depth of seismic reflectivity at intersecting spatial locations.