Simulating critical zone processes in three-dimensional hydrological models like CATHY (Catchment Hydrology) can be computationally complex, especially when applied to large-scale systems such as the Venetian Plains in Northern Italy. To address this, we develop a surrogate modeling framework that leverages Proper Orthogonal Decomposition (POD) and Gaussian Process Regression (GPR) to approximate variably saturated moisture dynamics under simplified boundary conditions. The model setup imposes no-flow conditions on lateral boundaries and includes only drainage at the base to reduce computational and structural complexity. POD is used to extract dominant spatial-temporal modes from high-fidelity simulations, while GPR maps input parameters to the modal coefficients for efficient emulation. This reduced-order approach enables rapid, reliable simulation of subsurface dynamics, facilitating scenario analysis and uncertainty quantification in critical zone modeling with limited data and computational resources.
Simulating critical zone processes in three-dimensional hydrological models like CATHY (Catchment Hydrology) can be computationally complex, especially when applied to large-scale systems such as the Venetian Plains in Northern Italy. To address this, we develop a surrogate modeling framework that leverages Proper Orthogonal Decomposition (POD) and Gaussian Process Regression (GPR) to approximate variably saturated moisture dynamics under simplified boundary conditions. The model setup imposes no-flow conditions on lateral boundaries and includes only drainage at the base to reduce computational and structural complexity. POD is used to extract dominant spatial-temporal modes from high-fidelity simulations, while GPR maps input parameters to the modal coefficients for efficient emulation. This reduced-order approach enables rapid, reliable simulation of subsurface dynamics, facilitating scenario analysis and uncertainty quantification in critical zone modeling with limited data and computational resources.
Surrogate modeling for Critical Zone Simulations in the Venetian High plain
FAUSTINE, ANOOJA
2024/2025
Abstract
Simulating critical zone processes in three-dimensional hydrological models like CATHY (Catchment Hydrology) can be computationally complex, especially when applied to large-scale systems such as the Venetian Plains in Northern Italy. To address this, we develop a surrogate modeling framework that leverages Proper Orthogonal Decomposition (POD) and Gaussian Process Regression (GPR) to approximate variably saturated moisture dynamics under simplified boundary conditions. The model setup imposes no-flow conditions on lateral boundaries and includes only drainage at the base to reduce computational and structural complexity. POD is used to extract dominant spatial-temporal modes from high-fidelity simulations, while GPR maps input parameters to the modal coefficients for efficient emulation. This reduced-order approach enables rapid, reliable simulation of subsurface dynamics, facilitating scenario analysis and uncertainty quantification in critical zone modeling with limited data and computational resources.| File | Dimensione | Formato | |
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https://hdl.handle.net/20.500.12608/102278