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Comparison of Two Bayesian-MCMC Inversion Methods for Laboratory Infiltration and Field Irrigation Experiments
Qinghua Guo1, Fuchu Dai1, Zhiqiang Zhao1
1Institute of Geotechnical Engineer, College of Architecture and Civil Engineering, Beijing University of Technology, Beijing 100124, China.
This study shows that Artificial Neural Network (ANN) and Gaussian Process (GP) surrogate models can speed up Bayesian parameter inversion for subsurface hydrology. These faster models maintain accuracy, making complex simulations computationally feasible.
Area of Science:
- Environmental science
- Geophysics
- Computational modeling
Background:
- Bayesian parameter inversion relies on forward models linking subsurface properties to data.
- These forward models are often computationally intensive, requiring numerous iterations.
- Fast alternative systems are crucial for making stochastic inversion tractable.
Purpose of the Study:
- To compare the performance of original HYDRUS-1D forward models with Artificial Neural Network (ANN) and Gaussian Process (GP) surrogate models.
- To evaluate the reliability and efficiency of ANN and GP surrogates within a Bayesian inversion framework.
- To assess the impact of model error quantification on surrogate model performance.
Main Methods:
- Implemented ANN and GP surrogate models as alternatives to the original HYDRUS-1D forward model.
- Quantified ANN model error using principal component analysis.
- Measured GP model error using its inherent variance.
- Utilized measured pressure head data from laboratory soil column infiltration and field irrigation experiments for parameter inversion.
Main Results:
- Strong correlations between simulated and observed pressure head data confirmed the reliability of surrogate models in Bayesian inversion.
- Approximate forward models (ANN and GP) significantly enhanced inversion efficiency.
- Similar accuracy was achieved between original and optimized results using surrogate models.
Conclusions:
- Surrogate models, including ANN and GP, are reliable for Bayesian inversion when forward models are computationally prohibitive.
- These surrogates offer a significant improvement in computational efficiency without sacrificing accuracy for nonlinear subsurface flow problems.
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