Mathematics – Logic
Scientific paper
Jun 1991
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1991pggp.rept..298g&link_type=abstract
In NASA, Washington, Reports of Planetary Geology and Geophysics Program, 1990 p 298-300 (SEE N92-10728 01-91)
Mathematics
Logic
Aerial Reconnaissance, Bidirectional Reflectance, Geological Surveys, Imaging Techniques, Remote Sensing, Scattering, Spectroradiometers, Surface Properties, Surface Roughness, Albedo, Basalt, Control Surfaces, Estimating, Lakes, Lambert Surface, Shapes, Solid State, Symmetry, Test Ranges, Textures
Scientific paper
Here, researchers apply the Hapke function to airborne bidirectional reflectance data collected over three terrestrial surfaces. The objectives of the study were to test the range of natural surfaces that the Hapke model fits and to evaluate model parameters in terms of known surface properties. The data used are multispectral and multiple emission angle data collected during the Geologic Remote Sensing Field Experiment (GRSFE) over a mud-cracked playa, an artificially roughened playa, and a basalt cobble strewn playa at Lunar Lake Playa in Nevada. Airborne remote sensing data and associated field measurements were acquired at the same time. The airborne data were acquired by the Advanced Solid State Array Spectroradiometer (ASAS) instrument, a 29-spectral band imaging system. ASAS reflectance data for a cobble-strewn surface and an artificially rough playa surface on Lunar Lake Playa can be explained with the Hanke model. The cobble and rough playa sites are distinguishable by a single scattering albedo, which is controlled by material composition; by the roughness parameter, which appears to be controlled by the surface texture and particle size; and the symmetry factor of the single particle phase function, which is controlled by particle size and shape. A smooth playa surface consisting of compacted, fine-grained particles has reflectance variations that are also distinct from either the cobble site or rough playa site. The smooth playa appears to behave more like a Lambertian surface that cannot be modeled with the Hapke function.
Arvidson Raymond E.
Guinness Edward A.
Harding Daniel J.
Irons Richard J.
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