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- README.md +60 -0
- models/co2_all_MIOEGPT_meanvarianceuncertainty_0228_00_10_00.pt +3 -0
- models/co2_all_MIOEGPT_meanvarianceuncertainty_0228_15_25_04.pt +3 -0
- models/co2_all_MIOEGPT_meanvarianceuncertainty_0228_15_31_54.pt +3 -0
- models/co2_all_MIOEGPT_meanvarianceuncertainty_0301_16_02_36.pt +3 -0
- models/co2_all_MIOEGPT_meanvarianceuncertainty_0301_16_03_28.pt +3 -0
- processed_data/test_data_norm.pkl +3 -0
- processed_data/train_data_norm.pkl +3 -0
- raw_data/unsteady_10.pkl +3 -0
- raw_data/unsteady_100.pkl +3 -0
- raw_data/unsteady_1000.pkl +3 -0
- raw_data/unsteady_1001.pkl +3 -0
- raw_data/unsteady_1002.pkl +3 -0
- raw_data/unsteady_1003.pkl +3 -0
- raw_data/unsteady_1004.pkl +3 -0
- raw_data/unsteady_1005.pkl +3 -0
- raw_data/unsteady_1006.pkl +3 -0
- raw_data/unsteady_1007.pkl +3 -0
- raw_data/unsteady_1008.pkl +3 -0
- raw_data/unsteady_1009.pkl +3 -0
- raw_data/unsteady_101.pkl +3 -0
- raw_data/unsteady_1010.pkl +3 -0
- raw_data/unsteady_1011.pkl +3 -0
- raw_data/unsteady_1012.pkl +3 -0
- raw_data/unsteady_1013.pkl +3 -0
- raw_data/unsteady_1014.pkl +3 -0
- raw_data/unsteady_1015.pkl +3 -0
- raw_data/unsteady_1016.pkl +3 -0
- raw_data/unsteady_1017.pkl +3 -0
- raw_data/unsteady_1018.pkl +3 -0
- raw_data/unsteady_1019.pkl +3 -0
- raw_data/unsteady_102.pkl +3 -0
- raw_data/unsteady_1020.pkl +3 -0
- raw_data/unsteady_1021.pkl +3 -0
- raw_data/unsteady_1022.pkl +3 -0
- raw_data/unsteady_1023.pkl +3 -0
- raw_data/unsteady_1024.pkl +3 -0
- raw_data/unsteady_1025.pkl +3 -0
- raw_data/unsteady_1026.pkl +3 -0
- raw_data/unsteady_1027.pkl +3 -0
- raw_data/unsteady_1028.pkl +3 -0
- raw_data/unsteady_1029.pkl +3 -0
- raw_data/unsteady_103.pkl +3 -0
- raw_data/unsteady_1030.pkl +3 -0
- raw_data/unsteady_1031.pkl +3 -0
- raw_data/unsteady_1032.pkl +3 -0
- raw_data/unsteady_1033.pkl +3 -0
- raw_data/unsteady_1034.pkl +3 -0
- raw_data/unsteady_1035.pkl +3 -0
- raw_data/unsteady_1036.pkl +3 -0
README.md
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---
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license: cc-by-4.0
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---
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---
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license: cc-by-4.0
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---
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# BEAR-CFD-Dataset
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This dataset is released with paper **Data-driven operator learning for energy-efficient and indoor air quality-aware building ventilation control**.
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Author: Yuexin Bian, Yuanyuan Shi
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The data was generated using **ANSYS FLUENT 2023R2** and includes both steady-state and transient flow simulations. It is designed to support research in scientific machine learning, particularly in learning neural operators and data-driven PDE solvers.
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This dataset is released for research purposes only. Please cite the authors if used in published work.
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## 🧪 Dataset Description
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### Steady-State Simulations
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- **10 distinct cases** were simulated, each with unique boundary conditions.
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- Each simulation converges to a time-independent solution.
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- These cases represent equilibrium airflow behavior under varying physical setups.
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### Transient Simulations
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- **300 cases**, each initialized from a corresponding steady-state solution.
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- Each simulation spans **30 minutes** of physical time.
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- Simulations use a **time step size of 10 seconds** and output results every 30 seconds.
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- This results in **60 time steps per case**, capturing unsteady, time-varying airflow dynamics under changing boundary conditions.
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Transient simulation data is used to train neural operators for modeling the evolution of fluid dynamics in time.
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## 📂 Dataset Structure
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The dataset repository contains the following subfolders:
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├── raw_data/
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# Transient simulation results in pickle format
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├── processed_data/ # Processed datasets split into train/test sets
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├── models/ # Trained neural operator models
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├── steady_case_data/ # Original ANSYS steady-state result files
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- **Pickle Files (`.pkl`)**: Each transient simulation case is stored as a pickle file for convenient loading in Python.
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- **ANSYS Data**: The steady-state simulation results are in native ANSYS formats (e.g., `.cas.h5`, `.dat.h5`).
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## 📚 Use Cases
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- Training neural operators to learn the temporal dynamics of fluid flow.
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- Studying how steady-state solutions influence transient behavior.
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- Benchmarking data-driven PDE solvers and physics-informed machine learning models.
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## 📥 Loading Example
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```python
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import pickle
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with open("raw_data/unsteady_10.pkl", "rb") as f:
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data = pickle.load(f)
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import ansys.fluent.core as pyfluent
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solver = pyfluent.launch_fluent(mode="solver", precision="double",processor_count=6)
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solver.file.read_case_data(file_name='steady_case_data/steady_seed0.cas.h5')
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solver.settings.file.read_data(file_name = "steady_case_data/steady_seed0.dat.h5")
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models/co2_all_MIOEGPT_meanvarianceuncertainty_0228_00_10_00.pt
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models/co2_all_MIOEGPT_meanvarianceuncertainty_0228_15_25_04.pt
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