论文标题
空间数据的校准方法
Calibration methods for spatial Data
论文作者
论文摘要
在环境框架中,某些时空过程(例如风速)的极端值是财产严重损害的主要原因,例如电网,运输和农业基础设施。因此,在此类过程中的准确数据可用性在风险分析中非常重要,尤其是在生成概率图中显示损害风险的空间分布。通常,与风速一样,由于模拟的环境数据可在高空间和时间分辨率下可用,因此在几个站点上可以使用数据,因此几乎没有观察结果,因此通常使用模拟数据来增强信息。但是,模拟的数据通常不匹配观察到数据,尤其是在尾部,因此校准并与观察到的数据一致,可能会为从业人员提供更可靠和更丰富的数据源。尽管我们在本手稿中描述的校准方法可能同样适用于其他环境变量,但我们专门描述了有关风数据及其后果的方法。由于大多数损害是由极风引起的,因此根据观测值校准模拟数据的右尾部特别重要。从本质上讲,模拟和观察到的数据的极端之间的响应关系高度非线性和非高斯,因此可用于空间数据的数据融合技术可能不足以适应此目的。在简要描述了基于观察到的数据以更新模拟数据的标准校准和数据融合方法后,我们详细提出和描述了一种特定条件分位数匹配校准方法,并显示如何使用此方法校准我们的风速数据。
In an environmental framework, extreme values of certain spatio-temporal processes, for example wind speeds, are the main cause of severe damage in property, such as electrical networks, transport and agricultural infrastructures. Therefore, availability of accurate data on such processes is highly important in risk analysis, and in particular in producing probability maps showing the spatial distribution of damage risks. Typically, as is the case of wind speeds, data are available at few stations with many missing observations and consequently simulated data are often used to augment information, due to simulated environmental data being available at high spatial and temporal resolutions. However, simulated data often mismatch observed data, particularly at tails, therefore calibrating and bringing it in line with observed data may offer practitioners more reliable and richer data sources. Although the calibration methods that we describe in this manuscript may equally apply to other environmental variables, we describe the methods specifically with reference to wind data and its consequences. Since most damages are caused by extreme winds, it is particularly important to calibrate the right tail of simulated data based on observations. Response relationships between the extremes of simulated and observed data are by nature highly non-linear and non-Gaussian, therefore data fusion techniques available for spatial data may not be adequate for this purpose. After giving a brief description of standard calibration and data fusion methods to update simulated data based on the observed data, we propose and describe in detail a specific conditional quantile matching calibration method and show how our wind speed data can be calibrated using this method.