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Land use regression as method to model air pollution. Previous results for Gothenburg/Sweden.

机译:土地利用回归作为模拟空气污染的方法。 以前的哥德堡/瑞典的结果。

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In the past 20 years, considerable progress has been made to improve urban air quality in the EU. However, road traffic still contributes considerably to the deterioration of urban air quality to below standards, which requires a method to measure properly and model pollution levels resulting from road traffic. In order to visualize the geographical distribution of pollution concentration realistically, we applied the Land Use Regression (LUR) model to the urban area of Gothenburg. The NO2 concentration was already obtained by 25 samplers through the urban area during 7-20 May, 2001. Predictive variables such as altitude, density, roads types, traffic and land use were estimated by geographic information system in buffers ranging 50 to 500 m-radii. Linear regression (α=5%) between NO2 and every predictive variable was calculated, and the most robust variables and without collinearity variables were selected to the multivariate regression model. The final formula was applied using Kriging in a grid map to estimate NO2 levels. The average of measurements was 23.5 ug/m3 (± 6.8 ug/m3) and 180 predictive variables were obtained. The final model explained 59.4% of the variance of NO2 concentration with presence of altitude and sum of traffic within 150 m around the sampler sites as predictor variables. The correlation measured versus predicted levels of NO2 was r = 0.77 (p < 0.001). These results highlight the contribution of traffic in air pollution concentration, although the model is not precise in regions outside the urban .. area (e.g. islands and rural area). Moreover, future analyses should include meteorological data to improve the LUR modelling.
机译:在过去的20年里,已经取得了相当大的进展,以提高欧盟的城市空气质量。然而,道路交通仍然有很大贡献城市空气质量恶化到低于标准,这需要一种方法来衡量道路交通所产生的衡量和模型污染水平。为了逼真地可视化污染浓度的地理分布,我们将土地利用回归(LUR)模型应用于哥德堡市区。在2001年7月7日至20日,通过城市地区的25个采样器已经获得了NO2浓度。通过在50至500米的缓冲区的地理信息系统估算了高度,密度,道路类型,交通和土地使用等预测变量。半径。计算NO2和每个预测变量之间的线性回归(α= 5%),并选择最强大的变量和没有共线性变量的多变量回归模型。使用Kriging在网格图中应用最终配方以估计NO2水平。测量的平均值为23.5ug / m3(±6.8ug / m3),获得180个预测变量。最终模型解释了NO2浓度的59.4%,在进样器站点周围150米范围内的海拔和交通之和作为预测变量的差异。测量的相关性与NO 2的预测水平为r = 0.77(p <0.001)。这些结果突出了空气污染集中交通的贡献,尽管该模型在城市以外的地区不准确。地区(例如群岛和农村地区)。此外,未来的分析应包括气象数据,以改善LUR建模。

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