基于图像处理和DWR降水产品回归模型的德里- ncr地区降水估算

K. Srivastava, A. Nigam
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引用次数: 1

摘要

观测雨量是雨量分析、日常天气预报及其验证的重要参数。观测到的降雨数据仅来自IMD的五个观测站;而德里及其周边各重要地点没有降雨数据。然而,由多普勒天气雷达(DWR)观测到的整个德里和周边地区(150公里以内)的24小时降雨数据很容易以图片形式获得。在本文中,我们利用DWR水文产品推导/估计了期望地点的降雨量。首先,使用Python语言进行图像处理,从DWR的降水累积积(PAC)估计期望位置的降雨量。在此基础上,用R语言开发了基于最小二乘法的线性回归模型。使用2018年(7月、8月和9月)的估计和观测降雨量数据来训练模型。之后,利用2019年7月、8月和9月的降雨数据对模型进行了验证。采用线性回归模型对2019年的平均降雨量估计误差减小46.58%,最大降雨量估计误差减小84.53%。2018年平均降雨量估计误差减小了81.36%,最大降雨量估计误差减小了33.81%。因此,在多普勒天气雷达范围内,利用雷达降雨产品和已开发的线性回归模型,可以在期望的位置上以相当的精度估计降雨量。
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Rainfall estimation using Image Processing and Regression model on DWR Rainfall Product for Delhi-NCR Region
Observed rainfall is a very essential parameter for the analysis of rainfall, day to day weather forecast and its validation. The observed rainfall data is only available from five observatories of IMD; while no rainfall data is available at various important locations in and around Delhi-NCR. However, the 24-hour rainfall data observed by Doppler Weather Radar (DWR) for entire Delhi and surrounding region (up to 150 km) is readily available in a pictorial form. In this paper, efforts have been made to derive/estimate the rainfall at desired locations using DWR hydrological products. Firstly, the rainfall at desired locations has been estimated from the precipitation accumulation product (PAC) of the DWR using image processing in Python language. After this, a linear regression model using the least square method has been developed in R language. Estimated and observed rainfall data of year 2018 (July, August and September) was used to train the model. After this, the model was tested on rainfall data of year 2019 (July, August and September) and validated.With the use of linear regression model, the error in mean rainfall estimation reduced by 46.58% and the error in max rainfall estimation reduced by 84.53% for the year 2019. The error in mean rainfall estimation reduced by 81.36% and the error in max rainfall estimation reduced by 33.81% for the year 2018. Thus, the rainfall can be estimated with a fair degree of accuracy at desired locations within the range of the Doppler Weather Radar using the radar rainfall products and the developed linear regression model.
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