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pyiron - an integrated development environment (IDE) for computational materials science.
Updated Oct 13, 2025 Jupyter Notebook Up-scale python functions for high-performance computing (HPC)
Updated Mar 24, 2026 Python pyiron_atomistics - an integrated development environment (IDE) for atomistic simulation in computational materials science.
Updated Mar 23, 2026 Python A fully automated approach to determine the melting temperature of crystalline materials
Updated Jul 23, 2024 Jupyter Notebook Python Workflow Definition - workflow interoperability for aiida, jobflow and pyiron
Updated Mar 7, 2026 Jupyter Notebook build, analyse and visualise atomistic structures for materials science
Updated Mar 23, 2026 Python User developments to extend and modify core pyiron functionality
Updated Jun 24, 2025 Python Workshop - workflows for atomistic simulation (10-12 March 2021)
Updated Jun 21, 2021 Jupyter Notebook Software Tools from Atomistics to Phase Diagrams (November 10 and 11, 2020)
Updated Nov 26, 2021 Jupyter Notebook quantum espresso interface for pyiron based on ase
Updated Dec 18, 2023 Jupyter Notebook Ready-to-run Docker images containing pyiron applications
Updated Mar 23, 2026 Dockerfile Collaboration with the European Galaxy project located in Freiburg Germany.
Fit a Lennard Jones potential to a DFT dataset
Updated Nov 26, 2020 Jupyter Notebook Pyiron notebooks from our journal club
Updated Jun 5, 2023 Jupyter Notebook Updated Mar 23, 2020 Jupyter Notebook Website for pyiron - an integrated development environment (IDE) for computational materials science.
Updated Sep 21, 2025 SCSS "Nonequilibrium free-energy calculation of solids using LAMMPS" Rodrigo Freitas, Mark Asta, and Maurice de Koning. Computational Materials Science
Updated Dec 11, 2020 Jupyter Notebook Resource folder for pyiron - an integrated development environment (IDE) for computational materials science.
Updated Jul 1, 2024 Shell cp2k interface for pyiron based on pycp2k
Updated Dec 10, 2021 Jupyter Notebook Example usage of the generalized dipole correction in DFT using SPHInX (see Freysoldt, et al. PRB 2020)
Updated Mar 20, 2021 Jupyter Notebook Improve this page Add a description, image, and links to the pyiron topic page so that developers can more easily learn about it.
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