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1D finite element analysis ME 323
Tools | 19 Mar 2018 | Contributor(s):: Peter Kolis, Marisol Koslowski
Mechanics of Materials using Jupyter Notebooks
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A Guided Tour of Interactive Jupyter Notebooks Powered by nanoHUB
Online Presentations | 20 Feb 2023 | Contributor(s):: Daniel Mejia
In this presentation, we will take you on a guided tour of interactive Jupyter Notebooks powered by nanoHUB. Jupyter is a powerful tool for data science and scientific computing that provides an intuitive interface for a variety of programming languages; Jupyter in nanoHUB provides even more...
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A virion endocytosis tissue simulator
Tools | 13 Apr 2020 | Contributor(s):: Yafei Wang, Randy Heiland, Paul Macklin
Simulate virus endocytosis (internalization), ACE2 receptor dynamics with PhysiCell
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A virion infected-cell response tissue simulator
Tools | 13 Apr 2020 | Contributor(s):: Yafei Wang, Randy Heiland, Paul Macklin
Simulate infected cell response to virus with PhysiCell
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A virion replication tissue simulator
Tools | 13 Apr 2020 | Contributor(s):: Yafei Wang, Randy Heiland, Paul Macklin
Simulate virus replication dynamics with PhysiCell
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AAE 33301 Fluid Mechanics Lab Purdue AeroAstro
Tools | 19 Oct 2023 | Contributor(s):: Sally Bane, Adarsh Agrawal
Jupyter notebook intended for students in Purdue AeroAstro to carry out data recording and analysis during Fluid Mechanics lab execution.
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AMIGOS - Hypoxia
Tools | 25 Apr 2019 | Contributor(s):: Furkan Kurtoglu, John Metzcar, Kali Nicole Konstantinopoulos, Timothy M Mahajan, Randy Heiland, Paul Macklin
Modeling Tumor in Hypoxic Condition
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Atomistic Polymer Workflow Notebook
Tools | 19 Oct 2017 | Contributor(s):: Benjamin P Haley
Run PolymerModeler and nuSIMM tools to create atomistic polymer systems
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Autonomous Neutron Diffraction Explorer
Tools | 01 Nov 2021 | Contributor(s):: Austin McDannald
Autonomously control neutron diffraction experiments to discover order parameter.
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Bayesian optimization tutorial using Jupyter notebook
Tools | 11 Jun 2021 | Contributor(s):: Hieu Doan, Garvit Agarwal
Active learning via Bayesian optimization for materials discovery
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Blockchain & Proof of Useful Work
Online Presentations | 01 Jul 2022 | Contributor(s):: Alejandro Strachan, Oneal Douglin, Yu-Chung Chang, Alfonso Daniel Meraz, Brian Hyun-jong Lee, Shivam Tripathi, The Micro Nano Technology - Education Center
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Blockchain and proof of work lab
Tools | 16 Dec 2021 | Contributor(s):: Oneal Douglin, Yu-Chung Chang, Alfonso Daniel Meraz, Shivam Tripathi, Brian Hyun-jong Lee, Alejandro Strachan
Learn about blockchain with apps and interactive computing
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Blockchain and Proof of Work Lab
Online Presentations | 25 Apr 2023 | Contributor(s):: Oneal Douglin, Yu-Chung Chang, Alfonso Daniel Meraz, Brian Hyun-jong Lee, Shivam Tripathi, Alejandro Strachan
Blockchain is a technology for a distributed, tamperproof ledger, with untrusted agents.
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Calibration using DAKOTA
Tools | 21 Mar 2019 | Contributor(s):: Saaketh Desai, Alejandro Strachan
Uses DAKOTA to perform deterministic and Bayesian calibration
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Chemical Autoencoder for Latent Space Enrichment
Tools | 19 Sep 2019 | Contributor(s):: Bryan Arciniega, Mackinzie S Farnell, Nicolae C Iovanac, Brett Matthew Savoie
Chemical Autencoder uses machine learning for property prediction
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Citrine Tools for Materials Informatics
Tools | 05 Dec 2019 | Contributor(s):: Juan Carlos Verduzco Gastelum, Alejandro Strachan
Jupyter notebooks for sequential learning in the context of materials design. Run your own models, explore various methods and adapt the notebooks to your needs.
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Composite Filament Simulation 3D
Tools | 15 Feb 2019 | Contributor(s):: Zachary Yun, Michelle Zhang, Ganesh Vurimi, Hayden Taylor, Sixian Jia
Simulate electrical properties of a nanowire composite filament.
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Computational Helium
Tools | 07 Jul 2017 | Contributor(s):: Alejandro Strachan
This notebook solves the ground state for the helium atom computationally within the mean field approximation using four Gaussian functions as the basis set.
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Computational Hydrogen
Tools | 09 May 2017 | Contributor(s):: Martin Hunt, Alejandro Strachan
Solve the ground state for the hydrogen atom computationally using four gaussian functions as the basis set. You can change the width of each gaussian and explore how the description changes. Compare the energy and wave function with the exact solution.
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Computational Hydrogen Notebook
Tools | 09 May 2017 | Contributor(s):: Martin Hunt, Alejandro Strachan
Solve the ground state for the hydrogen atom computationally using four gaussian functions as the basis set. You can change the width of each gaussian and explore how the description changes. Compare the energy and wave function with the exact solution.