The New Frontier of AI: When Physics Meets Machine Learning. We're used to AI models that learn from data alone, but the field of "Physical AI" is changing the game. This revolutionary approach directly integrates the laws and principles of physics into artificial intelligence architectures. Purely data-driven models can "hallucinate" answers that violate fundamental physical laws. Physical AI solves this, creating models that are not only more accurate and efficient but also more robust, interpretable, and reliable for critical applications. The 3 Main Architectural Families: - PINNs (Physics-Informed Neural Networks): They use differential equations in their loss function to ensure predictions align with the laws of physics. This approach is ideal for inferring model parameters with sparse data. Variations like PIELM and X-TFC significantly speed up the process by formulating the problem as a system of linear equations for faster and more precise optimization. - GNNs (Graph Neural Networks): They model physical systems as graphs, where each node is an entity (like a particle) and the edges are their interactions. Perfect for simulating complex fluid behaviors, materials, and even for predicting protein folding. - Neural Operators (FNOs & PINOs): They learn mappings between function spaces, allowing them to generalize to different resolutions and conditions. A single model can learn to solve an entire family of differential equations, being up to 1000x faster than traditional numerical methods. The central trend is hybridization, as seen in PINO (Physics-Informed Neural Operator), which combines the efficiency of the FNO with the rigorous physical constraints of PINNs. This confluence of science and machine learning is paving the way for a new era of simulations and models that understand and interact with the physical world more deeply. What do you think of this evolution? Where do you see the greatest potential for Physical AI in your field? Share your thoughts in the comments! #ArtificialIntelligence #PhysicalAI #MachineLearning #DeepLearning #DataScience #Innovation #Engineering #Physics #PINN #GNN #FNO #Technology
Now combine this with quantum computing to provide better detail at the molecular level and you have what we at OA Quantum Labs created. A quantum-classical hybrid using physics-informed neural networks that allows us to model the creation of new materials at an unparalleled rate of speed.
Very Insightful !
Engineer | Researcher | ML expert |
3wThe frontier is not entirely new, but well known. There are still some challenges remain. For instance: PINNs minimize the error in equations, but with stiff systems (like turbulence or chemical reactions where some changes are very fast and others very slow) the network can fit the math without actually conserving mass, momentum, or energy. GNNs look elegant, but the way you build the graph- grid spacing, neighborhood size, or boundary handling bakes in bias that can make the physics unstable. Neural operators (FNOs, PINOs) generalize across many cases, but if you push them outside the training range (say, new geometry or Reynolds number) they can collapse instead of degrading gracefully. And unlike classical solvers, we do not get error bars or formal guarantees, so engineers cannot yet trust these tools in safety-critical context