4.7 Article

GANSim-surrogate: An integrated framework for stochastic conditional geomodelling

期刊

JOURNAL OF HYDROLOGY
卷 620, 期 -, 页码 -

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ELSEVIER
DOI: 10.1016/j.jhydrol.2023.129493

关键词

GANSim; Stochastic geomodelling; Uncertainty quantification; Surrogate; Generative Adversarial Networks (GANs); Convolutional Neural Networks (CNNs); Physics-informed neural networks (PINNs)

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To address the challenging task of stochastic conditional geomodelling, we propose a deep-learning framework called GANSim-surrogate, which effectively integrates geological patterns and various types of data. The framework consists of a CNN generator, a CNN-based surrogate, and options for searching appropriate input latent vectors. Through validation on channelized reservoirs, the framework is proven to generate realistic and consistent models with all conditioning data, while also being computationally efficient.
Stochastic conditional geomodelling requires effective integration of geological patterns and various types of data, which is crucial but challenging. To address this, we propose a deep-learning framework (GANSim-sur-rogate) for conditioning geomodels to static well facies data, facies probability maps, and non-spatial global features, as well as dynamic time-dependent pressure or flow rate data observed at wells. The framework consists of a Convolutional Neural Network (CNN) generator trained from GANSim (a Generative Adversarial Network -based geomodelling simulation approach), a CNN-based surrogate, and options for searching appropriate input latent vectors for the generator. The four search methods investigated are Markov Chain Monte Carlo, Iterative Ensemble Smoother, gradient descent, and gradual deformation. The framework is validated with channelized reservoirs. First, a generator is trained using GANSim to generate geological facies models; in addition, a flow simulation surrogate is trained using a physics-informed approach. Then, given well facies data, facies proba-bility maps, global facies proportions, and dynamic bottomhole pressure data (BHP), the trained generator takes the first three static conditioning data and a latent vector as inputs and produces a random realistic facies model conditioned to the three static data. To condition to the dynamic data, the produced facies model is converted to permeability property and mapped to BHP data by the trained surrogate. Finally, the mismatch between the surrogate-produced and the observed BHP data is minimized to obtain appropriate input latent vectors which are further mapped into appropriate facies models through the generator. These facies models prove to be realistic and consistent with all of the conditioning data, and the framework is computationally efficient.

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