1. Retrieval of Surface Temperature and Emissivity From Ground-Based Time-Series Thermal Infrared Data
- Author
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Lingli Tang, Kun Li, Yonggang Qian, Lingling Ma, Ning Wang, Shi Qiu, Caixia Gao, Hua Wu, Si-Bo Duan, Chuanrong Li, and Yaokai Liu
- Subjects
Surface (mathematics) ,Atmospheric Science ,010504 meteorology & atmospheric sciences ,Geophysics. Cosmic physics ,0211 other engineering and technologies ,02 engineering and technology ,01 natural sciences ,Noise (electronics) ,Piecewise linear function ,Emissivity ,Computers in Earth Sciences ,TC1501-1800 ,021101 geological & geomatics engineering ,0105 earth and related environmental sciences ,Remote sensing ,Series (mathematics) ,Basis (linear algebra) ,QC801-809 ,Ocean engineering ,Singular value ,emissivity ,Radiance ,Environmental science ,Land surface temperature (LST) ,time series ,thermal infrared data - Abstract
This article addressed the simultaneous retrieval of land surface temperature (LST) and emissivity (LST&E) from the time-series thermal infrared data. On the basis of the assumption that the time-series LSTs can be described by a piecewise linear function, a new method has been proposed to simultaneously retrieve LST&E from atmospherically corrected time-series thermal infrared data using LST linear constraint. A detailed analysis has been performed against various errors, including error introduced by the method assumption, instrument noise, initial emissivity, atmospheric downwelling radiance error, etc. The proposed method from the simulated data is more immune to noise than the existing methods. Even with a noise equivalent delta temperature of 0.5 K, the root-mean-square error of LST is observed to be only 0.13 K, and that of the land surface emissivity (LSE) is 1.8E-3. In addition, our proposed method is simple and efficient and does not encounter the problem of singular values unlike the existing methods. To validate the proposed method, a field experiment from June to September 2017 was conducted for sand target in Baotou site, China. The results show that the samples have an accuracy of LST within 0.87 K and that the mean values of LSE are accurate to 0.01.
- Published
- 2020
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