Learned 1-D advection solver to accelerate air quality modeling

Manho Park, Zhonghua Zheng, Nicole Riemer, Christopher W. Tessum

Research output: Contribution to conferencePaperpeer-review

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Abstract

Accelerating the numerical integration of partial differential equations by learned surrogate model is a promising area of inquiry in the field of air pollution modeling. Most previous efforts in this field have been made on learned chemical operators though machine-learned fluid dynamics has been a more blooming area in machine learning community. Here we show the first trial on accelerating advection operator in the domain of air quality model using a realistic wind velocity dataset. We designed a convolutional neural network-based solver giving coefficients to integrate the advection equation. We generated a training dataset using a 2nd order Van Leer type scheme with the 10-day east-west components of wind data on 39ºN within North America. The trained model with coarse-graining showed good accuracy overall, but instability occurred in a few cases. Our approach achieved up to 12.5 ×  acceleration. The learned schemes also showed fair results in generalization tests.
Original languageEnglish
Pages1-6
Number of pages6
Publication statusPublished - 21 Oct 2022
EventThe Symbiosis of Deep Learning and Differential Equations (DLDE) - II - NeurIPS 2022 Workshop - Online
Duration: 9 Dec 20229 Dec 2022

Workshop

WorkshopThe Symbiosis of Deep Learning and Differential Equations (DLDE) - II - NeurIPS 2022 Workshop
Period9/12/229/12/22

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