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- La función de Minnaert se utiliza en fotometría para interpretar los datos procedentes de las observaciones astronómicas realizadas desde la Tierra. Debe su nombre al astrónomo belga Marcel Minnaert. (es)
- The Minnaert function is a photometric function used to interpret astronomical observations and remote sensing data for the Earth. It was named after the astronomer Marcel Minnaert. This function expresses the (RADF) as a function the phase angle, the and the. where is the Minnaert albedo, is an empirical parameter, is the scattered radiance in the direction , is the incident radiance, and The phase angle is the angle between the light source and the observer with the object as the center. The assumptions made are:
* the surface is illuminated by a distant point source.
* the surface is isotropic and flat. Minnaert's contribution is the introduction of the parameter , having a value between 0 and 1, originally for a better interpretation of observations of the Moon. In remote sensing the use of this function is referred to as Minnaert topographic correction, a necessity when interpreting images of rough terrain. (en)
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- 3075 (xsd:nonNegativeInteger)
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- La función de Minnaert se utiliza en fotometría para interpretar los datos procedentes de las observaciones astronómicas realizadas desde la Tierra. Debe su nombre al astrónomo belga Marcel Minnaert. (es)
- The Minnaert function is a photometric function used to interpret astronomical observations and remote sensing data for the Earth. It was named after the astronomer Marcel Minnaert. This function expresses the (RADF) as a function the phase angle, the and the. where is the Minnaert albedo, is an empirical parameter, is the scattered radiance in the direction , is the incident radiance, and The phase angle is the angle between the light source and the observer with the object as the center. The assumptions made are: (en)
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- Función de Minnaert (es)
- Minnaert function (en)
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