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Updated: Jan 13, 2026

Closed-loop Neuro-robotic Experiments to Test Computational Properties of Neuronal Networks
Published on: March 2, 2015
Una arquitectura de red neuronal informada por la física para problemas de frontera móvil en ciencia e ingeniería
Sanchita Malla1, Dietmar Oelz2, Sitikantha Roy3
1UQ-IITD Academy of Research (UQIDAR), Indian Institute of Technology, Delhi New Delhi, 110016, India; School of Mathematics and Physics, University of Queensland, 4072, QLD, Australia; Department of Applied Mechanics, Indian Institute of Technology, Delhi New Delhi, 110016, India.
Abstract:
The study of moving boundary problems requires determining the moving interface which is a-priori unknown, significantly affecting the problem's physics. Traditional methods for tracking the moving interface struggle with the coupling of the moving interface with the dependent variables. Recent advances in Deep Learning have led to new numerical methods and improvements to existing algorithms. Physics-Informed Neural Networks offer a mesh-free approach to solving Partial Differential Equations by converting the problem into an optimization problem for the cost function defined based on the residual of the governing equations. Physics-Informed Neural Networks represent a significant advancement for solving complex problems in classical scenarios where the spatial domain of interest is well-defined and does not change over time. Here, a novel and general Physics-Informed Neural Network architecture is designed specifically for the class of moving boundary problems where the spatial domain of interest evolves with time. The Physics-Informed Neural Network architecture we suggest uses two separate neural networks to predict the free boundary and the dependent (system) variables. It is effectively used to solve various moving boundary problems, promising greater ease and feasibility, where applying traditional methods to handle complex moving boundary dynamics is challenging. The comparison of solutions obtained through Physics-Informed Neural Networks demonstrates their potential as a robust simulation platform for moving boundary problems in science and engineering.
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