TY - JOUR
T1 - Building large-scale density model via a deep-learning-based data-driven method
AU - Gao, Zhaoqi
AU - Li, Chuang
AU - Zhang, Bing
AU - Jiang, Xiudi
AU - Pan, Zhibin
AU - Gao, Jinghuai
AU - Xu, Zongben
N1 - Publisher Copyright:
© 2021 Society of Exploration Geophysicists.
PY - 2021/1/1
Y1 - 2021/1/1
N2 - As a rock-physics parameter, density plays a crucial role in lithology interpretation, reservoir evaluation, and description. However, density can hardly be directly inverted from seismic data, especially for large-scale structures; thus, additional information is needed to build such a large-scale model. Usually, well-log data can be used to build a large-scale density model through extrapolation; however, this approach can only work well for simple cases and it loses effectiveness when the medium is laterally heterogeneous. We have adopted a deep-learning-based method to build a large-scale density model based on seismic and well-log data. The long short-term memory network is used to learn the relation between seismic data and large-scale density. Except for the data pairs directly obtained from well logs, many velocity and density models randomly generated based on the statistical distributions of well logs are also used to generate several pairs of seismic data and the corresponding large-scale density. This can greatly enlarge the size and diversity of the training data set and consequently leads to a significant improvement of the proposed method in dealing with a heterogeneous medium even though only a few well logs are available. Our method is applied to synthetic and field data examples to verify its performance and compare it with the well extrapolation method, and the results clearly display that the proposed method can work well even though only a few well logs are available. Especially in the field data example, the built large-scale density model of the proposed method is improved by 11.9666 dB and 0.6740, respectively, in peak signal-to-noise ratio and structural similarity compared with that of the well extrapolation method.
AB - As a rock-physics parameter, density plays a crucial role in lithology interpretation, reservoir evaluation, and description. However, density can hardly be directly inverted from seismic data, especially for large-scale structures; thus, additional information is needed to build such a large-scale model. Usually, well-log data can be used to build a large-scale density model through extrapolation; however, this approach can only work well for simple cases and it loses effectiveness when the medium is laterally heterogeneous. We have adopted a deep-learning-based method to build a large-scale density model based on seismic and well-log data. The long short-term memory network is used to learn the relation between seismic data and large-scale density. Except for the data pairs directly obtained from well logs, many velocity and density models randomly generated based on the statistical distributions of well logs are also used to generate several pairs of seismic data and the corresponding large-scale density. This can greatly enlarge the size and diversity of the training data set and consequently leads to a significant improvement of the proposed method in dealing with a heterogeneous medium even though only a few well logs are available. Our method is applied to synthetic and field data examples to verify its performance and compare it with the well extrapolation method, and the results clearly display that the proposed method can work well even though only a few well logs are available. Especially in the field data example, the built large-scale density model of the proposed method is improved by 11.9666 dB and 0.6740, respectively, in peak signal-to-noise ratio and structural similarity compared with that of the well extrapolation method.
KW - artificial intelligence
KW - density
KW - neural networks
KW - nonlinear
KW - wells
UR - https://www.scopus.com/pages/publications/85100730812
U2 - 10.1190/geo2019-0332.1
DO - 10.1190/geo2019-0332.1
M3 - 文章
AN - SCOPUS:85100730812
SN - 0016-8033
VL - 86
SP - M1-M15
JO - Geophysics
JF - Geophysics
IS - 1
ER -