2020
DOI: 10.1155/2020/4245037
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Typhoon Maria Precipitation Retrieval and Evolution Based on the Infrared Brightness Temperature of the Feng-Yun 4A/Advanced Geosynchronous Radiation Imager

Abstract: Recognizing the importance and challenges inherent in the remote sensing of precipitation in typhoon monitoring, a study of the Advanced Geosynchronous Radiation Imager (AGRI) data from Feng-Yun 4A on typhoon precipitation was conducted. First, Typhoon Maria was selected to statistically analyze the AGRI infrared brightness temperature in the “precipitation” and “nonprecipitation” channels of the field of view. When there was precipitation, the brightness temperature of the AGRI channel changed significantly. … Show more

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Cited by 12 publications
(25 citation statements)
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“…In order to describe this inverse problem, we denote the observed brightness temperatures (simplified as: BTs) of n c channels to be y=(y1y2ync)normalTRnc and the corresponding precipitation (simplified as: r s ) to be x=(x1x2xnr)normalT at a field of view (FOV) (also known as satellite footprint or pixel) (Wang and Zhang, 2014). In the current study, we simply set n r = 1 representing a single layer of precipitation and consider the following problem (Ebtehaj et al ., 2015; Wang et al ., 2020): y=Hfalse(boldxfalse)+ϵ, where H : x → y denotes the “mapping” between precipitation and the brightness temperature, and ϵRnc represents the observation error. In an ideal case, one may approximate Equation (1) as follows: yHfalse(boldxfalse) and assume an invertible H , then we could derive xffalse(boldyfalse). …”
Section: Methodsmentioning
confidence: 99%
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“…In order to describe this inverse problem, we denote the observed brightness temperatures (simplified as: BTs) of n c channels to be y=(y1y2ync)normalTRnc and the corresponding precipitation (simplified as: r s ) to be x=(x1x2xnr)normalT at a field of view (FOV) (also known as satellite footprint or pixel) (Wang and Zhang, 2014). In the current study, we simply set n r = 1 representing a single layer of precipitation and consider the following problem (Ebtehaj et al ., 2015; Wang et al ., 2020): y=Hfalse(boldxfalse)+ϵ, where H : x → y denotes the “mapping” between precipitation and the brightness temperature, and ϵRnc represents the observation error. In an ideal case, one may approximate Equation (1) as follows: yHfalse(boldxfalse) and assume an invertible H , then we could derive xffalse(boldyfalse). …”
Section: Methodsmentioning
confidence: 99%
“…When constructing the dictionary, we referred to the research of Wang et al . (2020), and used the “nearest neighbour” method to interpolate the brightness temperature of each channel of the H8/AHI to the GPM FOVs as the data source and the AHI infrared brightness temperature precipitation retrieval in the current study.…”
Section: Datamentioning
confidence: 99%
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