Surface emission

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Surface emission

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Author(s): Jean-Pierre Wigneron 1 ; Soren Andersen 2 ; Jacqueline Boutin 3 ; Jean-Christophe Calvet 4 ; Kun-Shan Chen 5 ; Patricia de Rosnay 6 ; Emmanuel P. Dinnat 7 ; Stephen J. English 8 ; Maria Jose Escorihuela 9 ; Paolo Ferrazzoli 10 ; Leila Guerriero 10 ; Martti Hallikainen 11 ; Georg Heygster 12 ; Thomas R. Holmes 13 ; Brian K. Hornbuckle 14 ; Adrian Jupp 15 ; Yann H. Kerr 16 ; Christian Mätzler 17 ; Thierry Pellarin 16 ; Catherine Prigent 18 ; Jouni Pulliainen 19 ; Kauzar Saleh Contell 1 ; Mike Schwank 20 ; Jiancheng Shi 21 ; Rasmus T. Tonboe 22 ; Leif Toudal Pedersen 2 ; Adriaan van de Griend 23 ; Philippe Waldteufel 24 ; Andreas Wiesmann 25
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Source: Thermal Microwave Radiation: Applications for Remote Sensing,2006
Publication date January 2006

The purpose of this chapter is to use analytical expressions for the comparison of thermal microwave radiation as functions of temperature, layer thickness, absorption and scattering coefficient. For an observer from above, a growing cover is an increased screening of the underlying surface by scattering, absorption and emission. Here the discussion is limited to soft covers by which is meant that the transition from the atmosphere to the canopy is gentle enough to avoid reflections. Reflection is accounted for at the bottom surface, and volume interactions are allowed inside the cover. For simplicity polarisation effects have been neglected, and the angular dependence has been treated in a simplified way. The models can be extended to include better angular dependence, polarisation, hard covers and multi-layer systems.

Inspec keywords: land surface temperature; remote sensing; atmospheric spectra; vegetation; radiative transfer

Other keywords: temperature function; thermal microwave radiation; volume interaction analysis; hard cover system; scattering coefficient; multilayer system; radiative-transfer model; absorption coefficient; remote sensing; surface emission; polarisation effect

Subjects: Other topics in solid Earth physics

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