2 datasets found
  1. e

    PDEBench Datasets - Dataset - B2FIND

    • b2find.eudat.eu
    Updated Jan 20, 2025
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    (2025). PDEBench Datasets - Dataset - B2FIND [Dataset]. https://b2find.eudat.eu/dataset/17b50fa6-3602-55c7-90fb-b16a53200028
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    Dataset updated
    Jan 20, 2025
    License

    MIT Licensehttps://opensource.org/licenses/MIT
    License information was derived automatically

    Description

    This dataset contains benchmark data, generated with numerical simulation based on different PDEs, namely 1D advection, 1D Burgers', 1D and 2D diffusion-reaction, 1D diffusion-sorption, 1D, 2D, and 3D compressible Navier-Stokes, 2D Darcy flow, and 2D shallow water equation. This dataset is intended to progress the scientific ML research area. In general, the data are stored in HDF5 format, with the array dimensions packed according to the convention [b,t,x1,...,xd,v], where b is the batch size (i.e. number of samples), t is the time dimension, x1,...,xd are the spatial dimensions, and v is the number of channels (i.e. number of variables of interest). More detailed information are also provided in our Github repository (https://github.com/pdebench/PDEBench) and our submitting paper to NeurIPS 2022 Benchmark track. This version includes the debugged version of advection and Burgers equation solutions.

  2. D

    PDEBench Datasets

    • darus.uni-stuttgart.de
    • opendatalab.com
    Updated Feb 13, 2024
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    Makoto Takamoto; Timothy Praditia; Raphael Leiteritz; Dan MacKinlay; Francesco Alesiani; Dirk Pflüger; Mathias Niepert (2024). PDEBench Datasets [Dataset]. http://doi.org/10.18419/DARUS-2986
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    CroissantCroissant is a format for machine-learning datasets. Learn more about this at mlcommons.org/croissant.
    Dataset updated
    Feb 13, 2024
    Dataset provided by
    DaRUS
    Authors
    Makoto Takamoto; Timothy Praditia; Raphael Leiteritz; Dan MacKinlay; Francesco Alesiani; Dirk Pflüger; Mathias Niepert
    License

    Attribution 4.0 (CC BY 4.0)https://creativecommons.org/licenses/by/4.0/
    License information was derived automatically

    Dataset funded by
    DFG
    Description

    This dataset contains benchmark data, generated with numerical simulation based on different PDEs, namely 1D advection, 1D Burgers', 1D and 2D diffusion-reaction, 1D diffusion-sorption, 1D, 2D, and 3D compressible Navier-Stokes, 2D Darcy flow, and 2D shallow water equation. This dataset is intended to progress the scientific ML research area. In general, the data are stored in HDF5 format, with the array dimensions packed according to the convention [b,t,x1,...,xd,v], where b is the batch size (i.e. number of samples), t is the time dimension, x1,...,xd are the spatial dimensions, and v is the number of channels (i.e. number of variables of interest). More detailed information are also provided in our Github repository (https://github.com/pdebench/PDEBench) and our submitting paper to NeurIPS 2022 Benchmark track.

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Share
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TwitterTwitter
Email
Click to copy link
Link copied
Close
Cite
(2025). PDEBench Datasets - Dataset - B2FIND [Dataset]. https://b2find.eudat.eu/dataset/17b50fa6-3602-55c7-90fb-b16a53200028

PDEBench Datasets - Dataset - B2FIND

Explore at:
Dataset updated
Jan 20, 2025
License

MIT Licensehttps://opensource.org/licenses/MIT
License information was derived automatically

Description

This dataset contains benchmark data, generated with numerical simulation based on different PDEs, namely 1D advection, 1D Burgers', 1D and 2D diffusion-reaction, 1D diffusion-sorption, 1D, 2D, and 3D compressible Navier-Stokes, 2D Darcy flow, and 2D shallow water equation. This dataset is intended to progress the scientific ML research area. In general, the data are stored in HDF5 format, with the array dimensions packed according to the convention [b,t,x1,...,xd,v], where b is the batch size (i.e. number of samples), t is the time dimension, x1,...,xd are the spatial dimensions, and v is the number of channels (i.e. number of variables of interest). More detailed information are also provided in our Github repository (https://github.com/pdebench/PDEBench) and our submitting paper to NeurIPS 2022 Benchmark track. This version includes the debugged version of advection and Burgers equation solutions.

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