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Tutorial: the mechanics of waveform inversion

机译:教程:波形反转的机制

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Unresolved velocity anomalies lead to distortion in images: consequently, much effort has gone into developing model-building techniques to identify such anomalies. Historically, the industry has relied on ray-based tomography to achieve this, but ray methods are limited to detecting features that are typically larger than about five times the dominant wavelength of the recorded seismic data. More recently, model building based on wavefield tomography has been introduced (full waveform inversion). Waveform inversion methods are more costly than ray methods, but have the potential to resolve features smaller than the recorded seismic wavelengths. Using waveform inversion to update a parameter field comprises two main steps: firstly, determine the spatial location of where an observed error came from, and then, determine the magnitude of that error, so as to update the parameter model. The first step uses the same principles as reverse-time migration to construct an 'image' of the parameter error, and the second step employs gradient descent methods to estimate the magnitude of the required parameter update. In this tutorial, I will describe both steps of the waveform inversion procedure, and also discuss differing methods of characterizing the error in a given parameter model.
机译:未解决的速度异常导致图像的扭曲:因此,很多努力已经开发了识别这种异常的模型建设技术。从历史上看,该行业依赖于基于射线的断层扫描来实现这一点,但是光线方法仅限于检测通常大于记录的地震数据的主导波长的大于约五倍的特征。最近,已经引入了基于波场断层扫描的模型建筑(全波形反转)。波形反演方法比射线方法更昂贵,但具有解析小于记录的地震波长的特征的可能性。使用波形反转更新参数字段包括两个主步骤:首先,确定观察错误来自的位置的空间位置,然后确定该错误的幅度,以便更新参数模型。第一步使用与反向时间迁移相同的原理来构建参数错误的“图像”,第二步采用梯度缩减方法来估计所需参数更新的幅度。在本教程中,我将描述波形反转过程的两个步骤,还讨论了在给定参数模型中表征错误的不同方法。

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