使用移动传感器网络的城市环境高分辨率空气污染地图

A. Marjovi, A. Arfire, A. Martinoli
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引用次数: 83

摘要

我们提出了三种使用移动传感器网络的建模方法来生成城市环境的高时空分辨率空气污染地图。我们在瑞士洛桑的部署中,专用传感节点固定在公共汽车上,测量多种空气质量参数,包括肺沉积表面积(LDSA),这是一种量化人体暴露于超细颗粒的最先进指标。在本文中,我们的重点是生成LDSA地图。特别是,由于传感器网络覆盖在空间和时间上是动态的,我们利用模型来估计数据不可用的位置和时间的值。我们首先根据城市的街道段对区域进行拓扑离散化,然后提出以下三种预测模型:i)基于城市两个静态站点测量的9个气象(例如温度和降水)和气体(例如NO 2和CO)解释变量的对数线性回归模型,ii)考虑到最相关街道的LDSA值和上述9个解释变量的基于网络的新型对数线性回归模型,iii)新型概率图形模型(PGM),其中每个街道段被视为图的一个节点。对节点的条件联合概率分布进行推理,从而估计出感兴趣节点的值。本文使用超过4400万个地理和时间戳LDSA测量值(即超过14个月的真实数据)来评估不同时间分辨率(每小时、每天、每周和每月)的拟议建模方法。结果表明,与基线k -最近邻方法相比,这三种方法在R2、RMSE和FAC指标方面都有显著改善。
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High Resolution Air Pollution Maps in Urban Environments Using Mobile Sensor Networks
We propose three modeling methods using a mobile sensor network to generate high spatio-temporal resolution air pollution maps for urban environments. In our deployment in Lausanne (Switzerland), dedicated sensing nodes are anchored to the public buses and measure multiple air quality parameters including the Lung Deposited Surface Area (LDSA), a state of the art metric for quantifying human exposure to ultra fine particles. In this paper, our focus is on generating LDSA maps. In particular, since the sensor network coverage is spatially and temporally dynamic, we leverage models to estimate the values for the locations and times where the data are not available. We first discretize the area topologically based on the street segments in the city and we then propose the following three prediction models: i) a log-linear regression model based on nine meteorological (e.g., Temperature and precipitations) and gaseous (e.g., NO 2 and CO) explanatory variables measured at two static stations in the city, ii) a novel network-based log-linear regression model that takes into account the LDSA values of the most correlated streets and also the nine explanatory variables mentioned above, iii) a novel Probabilistic Graphical Model (PGM) in which each street segment is considered as one node of the graph, and inference on conditional joint probability distributions of the nodes results in estimating the values in the nodes of interest. More than 44 millions of geo- and time-stamped LDSA measurements (i.e., More than 14 months of real data) are used in this paper to evaluate the proposed modeling approaches in various time resolutions (hourly, daily, weekly and monthly). The results show that the three approaches bring significant improvements in R2, RMSE and FAC metrics compared to a baseline K-Nearest Neighbor method.
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