PDEBench and RealPDEBench

These are complementary benchmarks that address different scopes: PDEBench focuses on diverse synthetic PDE problems for ML model evaluation, while RealPDEBench extends this paradigm by introducing paired real-world and simulated data for validating ML methods on complex physical systems, making them useful together for comprehensive evaluation from synthetic to realistic settings.

PDEBench
70
Verified
RealPDEBench
46
Emerging
Maintenance 13/25
Adoption 10/25
Maturity 25/25
Community 22/25
Maintenance 10/25
Adoption 8/25
Maturity 13/25
Community 15/25
Stars: 1,082
Forks: 141
Downloads:
Commits (30d): 1
Language: Python
License:
Stars: 58
Forks: 9
Downloads:
Commits (30d): 0
Language: Python
License:
No risk flags
No Package No Dependents

About PDEBench

pdebench/PDEBench

PDEBench: An Extensive Benchmark for Scientific Machine Learning

This project provides a comprehensive benchmark for evaluating machine learning models designed to solve Partial Differential Equations (PDEs). It offers a wide range of realistic physical problems, along with ready-to-use datasets containing various initial/boundary conditions and PDE parameters. Scientists, engineers, and researchers working with scientific machine learning can use this to compare and develop methods for simulating complex physical phenomena.

scientific-machine-learning computational-physics numerical-simulation differential-equations model-benchmarking

About RealPDEBench

AI4Science-WestlakeU/RealPDEBench

[ICLR26 Oral] RealPDEBench: A Benchmark for Complex Physical Systems with Paired Real-World and Simulated Data

This project helps scientists and engineers working with complex physical systems to forecast future states of these systems more accurately. It provides a benchmark dataset with both real-world measurements and matched numerical simulations, which can be used to train and evaluate machine learning models. Researchers in fluid dynamics, combustion, and other simulation-heavy fields can use this to develop better predictive models.

physical-system-modeling fluid-dynamics combustion-engineering spatiotemporal-forecasting scientific-machine-learning

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