期刊
JOURNAL OF APPLIED GEOPHYSICS
卷 219, 期 -, 页码 -出版社
ELSEVIER
DOI: 10.1016/j.jappgeo.2023.105239
关键词
Stochastic simulation; VAE; GAN; Conditional simulation; Facies
This paper proposes a method for reconstructing complex reservoir structures using a combination of variational autoencoder and generative adversarial networks (VAE-GAN) with conditional image quilting algorithm. The method improves the stability and quality of traditional GAN-based simulation, enhances the diversity of facies patterns, and successfully reproduces complex geological structures in real training images.
Characterization of complex reservoir structures by using limited observations is challenging in geosciences because it requires to reproduce geological realism. We propose a novel method to reconstruct complex structures by combining variational autoencoder and generative adversarial networks (VAE-GAN) with conditional image quilting algorithm. It improves the stability of traditional GAN-based simulation method without decreasing the quality of patterns. Firstly, we construct a VAE-GAN model to extract the high-dimensional features of facies patterns and to create abundant new patterns. The VAE-GAN-based learning method has a good ability in feature learning from training patches and accurately reproduce new facies patterns. Finally, these new patterns are spliced together to reconstruct a complex geological structure by employing the conditional image quilting algorithm, in which patterns are pasted to the simulated areas based on the calculated minimum cost path. During this process, conditioning is also considered. Since the pattern is generated by using the deep learning method rather than directly extracted from the training image, the diversity of realizations is enhanced without losing reproducibility. Based on synthetic training image, several examples are described and analyzed in detail, demonstrating the effectiveness and reliability of the present method. In addition, the new method is applied to a real training image. The complex heterogeneous structures are well reproduced by our method, indicating its practicability.
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