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Google DeepMind Unveils New AI Tool to Discover New Materials

GNoME boosts the discovery rate of materials stability prediction from around 50% to 80%

Google DeepMind Unveils New AI Tool to Discover New Materials

Key takeaways

  • Launch GNoME, an AI tool, enhances material stability prediction from 50% to 80%.
  • Release 381,000 stable materials to accelerate breakthroughs in materials discovery.
  • Discover over 2.2 million new materials, equating to 800 years of knowledge.
  • Target future technologies like superconductors and next-gen batteries with new materials.
  • Eliminate reliance on traditional, slow, and expensive material discovery methods.

Takeaways drafted with AI from the article text.

“We are releasing 381K stable materials to help scientists pursue materials discovery breakthroughs,” said Pushmeet Kohli, head of research (AI for science, robustness and reliability) at DeepMind.

Check out the GitHub repository here. 

With this, Google DeepMind looks to accelerate the discovery of stable materials for new technologies, alongside eliminating the need for slow and expensive traditional methods of material discovery. 

So far, GNoME is said to have discovered over 2.2 million new materials, including 380,000 stable materials – i.e. equivalent to nearly 800 years’ worth of knowledge. It is said that these materials could power future technologies like superconductors, supercomputers, next-generation batteries and more. 

(Source: Google DeepMind)

Interestingly, the team boosted the discovery rate of materials stability prediction from around 50% to 80%. Moreover, the GNoME project looks to drive down the cost of discovering new materials significantly. 

(Source: Google DeepMind) 

GNoME uses graph networks and deep learning to predict the stability of new materials. It is said to combine two pipelines: structural (creating candidates with structures similar to known crystals) and compositional (a randomised approach based on chemical formulas). The predictions are evaluated using Density Functional Theory calculations.

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