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Conversion between radiance and apparent reflectance

2022-06-10 00:11:00 Stone to diamond?

DN value

Is the image gray value

Radiance

A little

Apparent reflectance

The reflectivity of the top of the atmosphere

Conversion formula

DN Value to radiance :
L λ = G a i n ∗ D N + O f f s e t L_\lambda= Gain * DN + Offset Lλ=GainDN+Offset
In style , L λ L_\lambda Lλ Is the equivalent radiance at the entrance pupil of the satellite load channel , Unit is W / ( m 2 ∗ s r ∗ μ m ) W/(m^ 2*sr*\mu m) W/(m2srμm), Gain and offset They are the calibration coefficient gain offset , Company W / ( m 2 ∗ s r ∗ μ m ) W/(m^ 2*sr*\mu m) W/(m2srμm)

Radiance to apparent reflectance :

  • L λ L_\lambda Lλ ditto
  • d d d Is the distance between the sun and the earth , Celestial unit
  • E S U N λ ESUN_\lambda ESUNλ Is the solar irradiance .
  • θ \theta θ Is the solar altitude angle , And the zenith angle of the sun , If the zenith angle of the sun is known , here s i n θ sin\theta sinθ It can be replaced by c o s θ cos\theta cosθ
  • All the required parameters above can be passed through the following Other information Link to get

2021521 Update and supplement :
landsat There are thermal infrared bands in the satellite , So it can be used to retrieve the temperature .

Brightness, temperature

When the radiance of an object is the same as that of a blackbody , The physical temperature of the blackbody is called the brightness temperature of the object . Brightness temperature has the dimension of temperature , But it has no physical meaning of temperature .( Source theorem remote sensing : Idea and algorithm )

L8 And ETM+ and TM Band difference
Landsat Satellite description , The formula for converting radiance into brightness temperature is given :

T = K 2 l n ( K 1 L λ + 1 ) T = \frac{K2}{ln\left ( \frac{K1}{L_{\lambda }}+1 \right )} T=ln(LλK1+1)K2

In style :
T T T Is the brightness temperature at the top of the atmosphere
L λ L_\lambda Lλ Is the radiance at the top of the atmosphere , Company W / ( m 2 ⋅ s r ⋅ μ m ) W/(m^{2}\cdot sr\cdot \mu m) W/(m2srμm)
K 1 , K 2 K1,K2 K1,K2 Is the conversion constant ,L8 You can find in the header file , Other partial parameters are as follows :
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Other information

Supplement relevant information

ENVI_IDL The palace of technology is about digital quantification Digital Number, Radiance Radiance, Reflectivity Reflectance, Emissivity Emissive:
http://blog.sina.com.cn/s/blog_764b1e9d0101c7e6.html
Landsat8 data users handbook:
https://www.usgs.gov/media/files/landsat-8-data-users-handbook
Landsat7 data users handbook:
https://www.usgs.gov/media/files/landsat-7-data-users-handbook

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