Abstract:Satellite precipitation products are becoming increasingly useful to complement rain gauge networks in regions where these are too sparse to capture spatial precipitation patterns, such as in the Tropical Andes. The Tropical Rainfall Measuring Mission (TRMM) Precipitation Radar (TPR) was active for 17 years (1998)(1999)(2000)(2001)(2002)(2003)(2004)(2005)(2006)(2007)(2008)(2009)(2010)(2011)(2012)(2013)(2014) and has generated one of the longest single-sensor, high-resolution, and high-accuracy rainfall records… Show more
“…This is consistent with [32], where the climatological maps showed that western Ecuador is underestimated by TRMM. This behavior was improved by the step 2 methods, where P RKT and P RKTC showed to be better products than those which did not apply residual kriging correction, reducing both RMSE and PBI AS.…”
Section: Results Summary and Discussionsupporting
confidence: 80%
“…The results revealed that the performance of the method is related to the density of the station network. Furthermore, NDVI was used as an auxiliary variable in [32], where a very large area of almost 4 countries (Colombia, Ecuador, Brazil and Peru) was covered, where TRMM was merged with 273 in situ stations. However, climatological maps were generated, making it still necessary to treat time series at finer temporal scales over the study area.…”
Spatial prediction of precipitation with high resolution is a challenging task in regions with strong climate variability and scarce monitoring. For this purpose, the quasi-continuous supply of information from satellite imagery is commonly used to complement in situ data. However, satellite images of precipitation are available at coarse resolutions, and require adequate methods for spatial downscaling and calibration. The objective of this paper is to introduce and evaluate a 2-step spatial downscaling approach for monthly precipitation applied to TRMM 3B43 (from 0.25 • ≈ 27 km to 5 km resolution), resulting in 5 downscaled products for the period 01-2001/12-2011. The methodology was evaluated in 3 contrasting climatic regions of Ecuador. In step 1, bilinear resampling was applied over TRMM, and used as a reference product. The second step introduces further variability, and consists of four alternative gauge-satellite merging methods: (1) regression with in situ stations, (2) regression kriging with in situ stations, (3) regression with in situ stations and auxiliary variables, and (4) regression kriging with in situ stations and auxiliary variables. The first 2 methods only use the resampled TRMM data set as an independent variable. The last 2 methods enrich these models with auxiliary environmental factors, incorporating atmospheric and land variables. The results showed that no product outperforms the others in every region. In general, the methods with residual kriging correction outperformed the regression models. Regression kriging with situ data provided the best representation in the Coast, while regression kriging with in situ and auxiliary data generated the best results in the Andes. In the Amazon, no product outperformed the resampled TRMM images, probably due to the low density of in situ stations. These results are relevant to enhance satellite precipitation, depending on the availability of in situ data, auxiliary satellite variables and the particularities of the climatic regions.
“…This is consistent with [32], where the climatological maps showed that western Ecuador is underestimated by TRMM. This behavior was improved by the step 2 methods, where P RKT and P RKTC showed to be better products than those which did not apply residual kriging correction, reducing both RMSE and PBI AS.…”
Section: Results Summary and Discussionsupporting
confidence: 80%
“…The results revealed that the performance of the method is related to the density of the station network. Furthermore, NDVI was used as an auxiliary variable in [32], where a very large area of almost 4 countries (Colombia, Ecuador, Brazil and Peru) was covered, where TRMM was merged with 273 in situ stations. However, climatological maps were generated, making it still necessary to treat time series at finer temporal scales over the study area.…”
Spatial prediction of precipitation with high resolution is a challenging task in regions with strong climate variability and scarce monitoring. For this purpose, the quasi-continuous supply of information from satellite imagery is commonly used to complement in situ data. However, satellite images of precipitation are available at coarse resolutions, and require adequate methods for spatial downscaling and calibration. The objective of this paper is to introduce and evaluate a 2-step spatial downscaling approach for monthly precipitation applied to TRMM 3B43 (from 0.25 • ≈ 27 km to 5 km resolution), resulting in 5 downscaled products for the period 01-2001/12-2011. The methodology was evaluated in 3 contrasting climatic regions of Ecuador. In step 1, bilinear resampling was applied over TRMM, and used as a reference product. The second step introduces further variability, and consists of four alternative gauge-satellite merging methods: (1) regression with in situ stations, (2) regression kriging with in situ stations, (3) regression with in situ stations and auxiliary variables, and (4) regression kriging with in situ stations and auxiliary variables. The first 2 methods only use the resampled TRMM data set as an independent variable. The last 2 methods enrich these models with auxiliary environmental factors, incorporating atmospheric and land variables. The results showed that no product outperforms the others in every region. In general, the methods with residual kriging correction outperformed the regression models. Regression kriging with situ data provided the best representation in the Coast, while regression kriging with in situ and auxiliary data generated the best results in the Andes. In the Amazon, no product outperformed the resampled TRMM images, probably due to the low density of in situ stations. These results are relevant to enhance satellite precipitation, depending on the availability of in situ data, auxiliary satellite variables and the particularities of the climatic regions.
“…Mean annual precipitation of all rain gauges in the region is 713 mm, while the maximum reported area-average daily rainfall in the study period is 540 mm. Precipitation patterns are controlled by the interaction of synoptic-scale atmospheric currents and the complex Andean topography (Manz et al 2016). The Pacific coastline is arid and experiences precipitation less than 100 mm yr 21 as a result of the cold von Humboldt current (Manz et al 2016), which increases toward the Andes mountainous range because of strong topographic gradients that result in pronounced orographic effects (Espinoza et al 2015;Espinoza Villar et al 2009;Bookhagen and Strecker 2008).…”
Section: A Study Domains and Rain Gauge Datasetsmentioning
“…Several other studies (e.g., [13,45,46]) showed that, during the daytime, satellite-based rainfall retrievals benefit from additionally considering VIS channels. However, when taking VIS channels into account, two separate algorithms need to be used for day-and nighttime with the nighttime algorithm exhibiting lower skill.…”
Section: Discussionmentioning
confidence: 99%
“…Often, different data sources are combined to enhance the QPE accuracy, e.g., ground-based radar and gauges (e.g., [9,10]), ground-based radar and satellite radiometer (e.g., [11]), satellite radiometer and gauges (e.g. [7,12]), spaceborne radar and gauges (e.g., [13]), spaceborne radar and satellite radiometer (e.g., [14,15]), or spaceborne radar, satellite radiometer, and gauges (e.g., [16]). Each precipitation measurement instrument has its specific set of strengths and limitations.…”
Abstract:In this study, we develop and compare satellite rainfall retrievals based on generalized linear models and artificial neural networks. Both approaches are used in classification mode in a first step to identify the precipitating areas (precipitation detection) and in regression mode in a second step to estimate the rainfall intensity at the ground (rain rate). The input predictors are geostationary satellite infrared (IR) brightness temperatures and Satellite Application Facility (SAF) nowcasting products which consist of cloud properties, such as cloud top height and cloud type. Additionally, a set of auxiliary location-describing input variables is employed. The output predictand is the ground-based instantaneous rain rate provided by the European-scale radar composite OPERA, that was additionally quality-controlled. We compare our results to a precipitation product which uses a single infrared (IR) channel for the rainfall retrieval. Specifically, we choose the operational PR-OBS-3 hydrology SAF product as a representative example for this type of approach.With generalized linear models, we show that we are able to substantially improve in terms of hits by considering more IR channels and cloud property predictors. Furthermore, we demonstrate the added value of using artificial neural networks to further improve prediction skill by additionally reducing false alarms. In the rain rate estimation, the indirect relationship between surface rain rates and the cloud properties measurable with geostationary satellites limit the skill of all models, which leads to smooth predictions close to the mean rainfall intensity. Probability matching is explored as a tool to recover higher order statistics to obtain a more realistic rain rate distribution.
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