SPINONet: Scalable Spiking Physics-informed Neural Operator for Computational Mechanics Applications

Fuente: arXiv
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Autori principali: Garg, Shailesh, Mandl, Luis, Goswami, Somdatta, Chakraborty, Souvik
Natura: Preprint
Pubblicazione: 2026
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author Garg, Shailesh
Mandl, Luis
Goswami, Somdatta
Chakraborty, Souvik
author_facet Garg, Shailesh
Mandl, Luis
Goswami, Somdatta
Chakraborty, Souvik
contents Energy efficiency remains a critical challenge in deploying physics-informed operator learning models for computational mechanics and scientific computing, particularly in power-constrained settings such as edge and embedded devices, where repeated operator evaluations in dense networks incur substantial computational and energy costs. To address this challenge, we introduce the Separable Physics-informed Neuroscience-inspired Operator Network (SPINONet), a neuroscience-inspired framework that reduces redundant computation across repeated evaluations while remaining compatible with physics-informed training. SPINONet incorporates regression-friendly neuroscience-inspired spiking neurons through an architecture-aware design that enables sparse, event-driven computation, improving energy efficiency while preserving the continuous, coordinate-differentiable pathways required for computing spatio-temporal derivatives. We evaluate SPINONet on a range of partial differential equations representative of computational mechanics problems, with spatial, temporal, and parametric dependencies in both time-dependent and steady-state settings, and demonstrate predictive performance comparable to conventional physics-informed operator learning approaches despite the induced sparse communication. In addition, limited data supervision in a hybrid setup is shown to improve performance in challenging regimes where purely physics-informed training may converge to spurious solutions. Finally, we provide an analytical discussion linking architectural components and design choices of SPINONet to reductions in computational load and energy consumption.
format Preprint
id arxiv_https___arxiv_org_abs_2603_21674
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle SPINONet: Scalable Spiking Physics-informed Neural Operator for Computational Mechanics Applications
Garg, Shailesh
Mandl, Luis
Goswami, Somdatta
Chakraborty, Souvik
Computational Physics
Machine Learning
Energy efficiency remains a critical challenge in deploying physics-informed operator learning models for computational mechanics and scientific computing, particularly in power-constrained settings such as edge and embedded devices, where repeated operator evaluations in dense networks incur substantial computational and energy costs. To address this challenge, we introduce the Separable Physics-informed Neuroscience-inspired Operator Network (SPINONet), a neuroscience-inspired framework that reduces redundant computation across repeated evaluations while remaining compatible with physics-informed training. SPINONet incorporates regression-friendly neuroscience-inspired spiking neurons through an architecture-aware design that enables sparse, event-driven computation, improving energy efficiency while preserving the continuous, coordinate-differentiable pathways required for computing spatio-temporal derivatives. We evaluate SPINONet on a range of partial differential equations representative of computational mechanics problems, with spatial, temporal, and parametric dependencies in both time-dependent and steady-state settings, and demonstrate predictive performance comparable to conventional physics-informed operator learning approaches despite the induced sparse communication. In addition, limited data supervision in a hybrid setup is shown to improve performance in challenging regimes where purely physics-informed training may converge to spurious solutions. Finally, we provide an analytical discussion linking architectural components and design choices of SPINONet to reductions in computational load and energy consumption.
title SPINONet: Scalable Spiking Physics-informed Neural Operator for Computational Mechanics Applications
topic Computational Physics
Machine Learning
url https://arxiv.org/abs/2603.21674