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1Trained Vanilla Models on Synthetic Permeability Fields, 101 Data Points
J. Pelzer, C. Verburg, and M. Schulte. Dataset, (2025)Related to: Pelzer, Julia and Verburg, Corné and Heinlein, Alexander and Schulte, Miriam. "Few-Shot Learning by Explicit Physics Integration: An Application to Groundwater Heat Transport". 2025. Submitted.
2 months ago by @jpelzer
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1Trained Models on Real Permeability Fields, 4+1 Data Points
J. Pelzer, and M. Schulte. Dataset, (2025)Related to: Pelzer, Julia and Verburg, Corné and Heinlein, Alexander and Schulte, Miriam. "Few-Shot Learning by Explicit Physics Integration: An Application to Groundwater Heat Transport". 2025. Submitted.
2 months ago by @jpelzer
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1Trained Models on Synthetic Permeability Fields, 3+1 Data Points
J. Pelzer, and M. Schulte. Dataset, (2025)Related to: Pelzer, Julia and Verburg, Corné and Heinlein, Alexander and Schulte, Miriam. "Few-Shot Learning by Explicit Physics Integration: An Application to Groundwater Heat Transport". 2025. Submitted.
2 months ago by @jpelzer
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6Complex Analysis
T. Mel'nyk. Springer International Publishing, (2023)
2 months ago by @sfb1313-puma
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2The Phase Field Approach for Reactive Fluid-Solid Interfaces: Modeling and Homogenization
L. von Wolff. Dissertation thesis, University of Stuttgart, (2023)
2 months ago by @sfb1313-puma
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1Improvement of fully-implicit two-phase pore-network models by employing generalized flux functions with additional throat variables
M. Schneider, H. Wu, M. Veyskarami, S. Pop, and R. Helmig. (2025)
2 months ago by @sfb1313-puma
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1Data-Driven Closure Parametrizations with Metrics: Dispersive Transport
E. Coltman, M. Schneider, and R. Helmig. Transport in Porous Media, (2025)
2 months ago by @sfb1313-puma
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2Modelling Interfacial Dynamics Using Hydrodynamic Density Functional Theory: Dynamic Contact Angles and the Role of Local Viscosity
B. Bursik, R. Stierle, H. Oukili, M. Schneider, G. Bauer, and J. Gross. (2025)
2 months ago by @sfb1313-puma
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4Intermittent flow paths in biofilms grown in a microfluidic channel
K. Bozkurt, C. Lohrmann, F. Weinhardt, D. Hanke, R. Hopp, R. Gerlach, C. Holm, and H. Class. Advances in Water Resources, (June 2025)
2 months ago by @bbenjaminspeck
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4Intermittent flow paths in biofilms grown in a microfluidic channel
K. Bozkurt, C. Lohrmann, F. Weinhardt, D. Hanke, R. Hopp, R. Gerlach, C. Holm, and H. Class. Advances in Water Resources, (June 2025)
2 months ago by @icp_bib
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1Uncertainty-Aware Surrogate-based Amortized Bayesian Inference for Computationally Expensive Models
S. Scheurer, P. Reiser, T. Brünnette, W. Nowak, A. Guthke, and P. Bürkner. (2025)
3 months ago by @sfb1313-puma
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2Complex Poisson's ratio for viscoelastic materials: direct and indirect measurement methods and their correlation
D. Fauser, J. Agudo, H. Madadi, J. Haeberle, J. Renner, and H. Steeb. Proceedings of the Royal Society A, (2025)
3 months ago by @sfb1313-puma
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1Fluid flow analysis of discrete fracture networks using a locally conservative stable mixed finite element method
N. Shauer, J. Villegas S., B. Flemisch, and P. Devloo. Computational Geosciences, (2025)
3 months ago by @sfb1313-puma
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1Wettability-driven pore-filling instabilities: Microfluidic and numerical insights
L. Yan, J. Müller, T. van Noorden, B. Weigand, and A. Raoof. Journal of Colloid and Interface Science, (2025)
3 months ago by @sfb1313-puma
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2A hybrid-dimensional Stokes-Brinkman-Darcy model for arbitrary flows to the fluid-porous interface
L. Ruan, and I. Rybak. Transp. Porous Med. (accepted for publication), (2025)
3 months ago by @mathematik
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7Information transfer between turbulent boundary layers and porous media
W. Wang, X. Chu, A. Lozano-Durán, R. Helmig, and B. Weigand. Journal of Fluid Mechanics, (2021)
3 months ago by @sfb1313-puma
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2Mixed finite element projection methods for the unsteady Stokes equations
C. Aricò, R. Helmig, and I. Yotov. Computer Methods in Applied Mechanics and Engineering, (February 2025)
4 months ago by @sfb1313-puma
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1Second-Order Computational Homogenization of Nonlinear Fluid Flow through Porous Media
E. Polukhov, and M. Keip. (2025)
4 months ago by @sfb1313-puma
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9Spectral problems with perturbed Steklov conditions in thick junctions with branched structure
T. Mel'nyk, and T. Durante. Applicable Analysis, 103 (15): 2866-2891 (2024)
4 months ago by @sfb1313-puma
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2Mixed-dimensional modeling of flow in porous media
S. Burbulla. Dissertation thesis, University of Stuttgart, (2023)
4 months ago by @sfb1313-puma
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1Trained Vanilla Models on Synthetic Permeability Fields, 101 Data Points

1Trained Models on Real Permeability Fields, 4+1 Data Points

1Trained Models on Synthetic Permeability Fields, 3+1 Data Points

6Complex Analysis

2The Phase Field Approach for Reactive Fluid-Solid Interfaces: Modeling and Homogenization

1Improvement of fully-implicit two-phase pore-network models by employing generalized flux functions with additional throat variables

1Data-Driven Closure Parametrizations with Metrics: Dispersive Transport

2Modelling Interfacial Dynamics Using Hydrodynamic Density Functional Theory: Dynamic Contact Angles and the Role of Local Viscosity

4Intermittent flow paths in biofilms grown in a microfluidic channel

4Intermittent flow paths in biofilms grown in a microfluidic channel

1Uncertainty-Aware Surrogate-based Amortized Bayesian Inference for Computationally Expensive Models

2Complex Poisson's ratio for viscoelastic materials: direct and indirect measurement methods and their correlation

1Fluid flow analysis of discrete fracture networks using a locally conservative stable mixed finite element method

1Wettability-driven pore-filling instabilities: Microfluidic and numerical insights

2A hybrid-dimensional Stokes-Brinkman-Darcy model for arbitrary flows to the fluid-porous interface

7Information transfer between turbulent boundary layers and porous media

2Mixed finite element projection methods for the unsteady Stokes equations

1Second-Order Computational Homogenization of Nonlinear Fluid Flow through Porous Media

9Spectral problems with perturbed Steklov conditions in thick junctions with branched structure

2Mixed-dimensional modeling of flow in porous media

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