Graph-Based Physics-Guided Urban PM2.5 Air Quality Imputation with Constrained Monitoring Data

📅 2025-05-07
🏛️ ACM transactions on sensor networks
📈 Citations: 0
Influential: 0
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🤖 AI Summary
Urban air quality monitoring—particularly in socioeconomically disadvantaged areas—suffers from sparse sensor deployment and consequently limited modeling accuracy and spatial resolution. To address this, we propose GraPhy, a physics-informed graph neural network that uniquely embeds the atmospheric advection–diffusion equation into a graph structure. GraPhy integrates multi-scale spatial heterogeneity modeling with edge-feature-driven graph convolution, specifically designed for low-density, low-resolution monitoring data. Evaluated on PM₂.₅ monitoring in California’s San Joaquin Valley, GraPhy consistently outperforms baseline methods across all metrics: MSE, MAE, and R² improve by 9%–56%. Crucially, it maintains robust performance across diverse spatial heterogeneity regimes. This work establishes a generalizable paradigm for high-resolution, accurate PM₂.₅ mapping in data-scarce regions.

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📝 Abstract
This work introduces GraPhy, a graph-based, physics-guided learning framework for high-resolution and accurate air quality modeling in urban areas with limited monitoring data. Fine-grained air quality monitoring information is essential for reducing public exposure to pollutants. However, monitoring networks are often sparse in socioeconomically disadvantaged regions, limiting the accuracy and resolution of air quality modeling. To address this, we propose a physics-guided graph neural network architecture called GraPhy with layers and edge features designed specifically for low-resolution monitoring data. Experiments using data from California’s socioeconomically disadvantaged San Joaquin Valley show that GraPhy achieves the overall best performance evaluated by mean squared error (MSE), mean absolute error (MAE), and R-square value (R2), improving the performance by 9%-56% compared to various baseline models. Moreover, GraPhy consistently outperforms baselines across different spatial heterogeneity levels, demonstrating the effectiveness of our model design.
Problem

Research questions and friction points this paper is trying to address.

Imputing urban PM2.5 with sparse monitoring data
Enhancing air quality modeling resolution in disadvantaged regions
Combining physics and graph networks for accurate predictions
Innovation

Methods, ideas, or system contributions that make the work stand out.

Graph neural network for air quality modeling
Physics-guided learning with sparse data
Improved accuracy in disadvantaged regions
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