Physics-informed neural networks (PINNs) are powerful tools for topology optimization and determining physical solutions.
A new approach called Lagrangian topology-conscious PINNs (LT-PINNs) eliminates the need for manual interpolation in determining optimal topologies and physical solutions.
LT-PINNs introduce specialized loss functions ensuring sharp and accurate boundary representations for complex geometries.
LT-PINNs demonstrate superior performance in reducing errors, handling arbitrary boundary conditions, and inferring clear topology boundaries without manual interpolation.