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We present an efficient adjoint model based on the deep-learning surrogate to address high-dimensional inversion problem with an application to subsurface transport. The proposed method provides a completely code non-intrusive and computationally feasible way to approximate the model derivatives, which subsequently can be used to derive gradients for inverse modelling. This conceptual deep-learning framework, i.e., an architecture of deep convolutional neural network through combining autoencoder and autoregressive structure, efficiently produces an analogously analytical adjoint with the help of auto-differentiation (AD) module in the popular deep-learning packages. This work has been submitted to Water Resources Research. The code will be updated based on the acceptation of submitted paper.
Inorganic Chemistry, Information Systems not elsewhere classified, Genetics, Deep learning, Adjoint, Auto-differentiation, Biotechnology, Biological Sciences not elsewhere classified
Inorganic Chemistry, Information Systems not elsewhere classified, Genetics, Deep learning, Adjoint, Auto-differentiation, Biotechnology, Biological Sciences not elsewhere classified
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