Abstract
Backscatter ratios for two kinds of ice crystal models, an irregularly shaped Voronoi aggregates (VA) and a regularly shaped hexagonal columns (COL), are calculated using the geometrical-optics-integral-equation (GOIE) method for volume equivalent sphere radii (Req) ranging from 2.8 to 202.0μm. Ice crystals are assumed to be randomly oriented in three-dimensional (3D) space. Characteristics of the depolarization ratio (δ) and the lidar ratio (L) at a wavelength of 0.532μm and the color ratio (χ) at a wavelength pair of 1.064 and 0.532μm are investigated.The backscatter ratios calculated for VA are generally larger than those for COL. For example, L, δ, and χ for VA are approximately 50~60, 0.5~0.6, and 0.8~0.9, respectively, in the range of Req>10μm; 4~15, 0.2~0.3, and 0.45~0.5 for COL. Effects of deformation of COL on the backscatter ratios are examined by using hexagonal columns with hollowness. It is shown that the L, δ, and χ values significantly increase due to the hollowness. Furthermore, the degree of increase of the backscatter ratios is considerably sensitive to the crystal size and the depth of hollow. On the other hand, backscatter ratios calculated for VA show rather steady values with respect to the number and size of facets.
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