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- W2364690588 abstract "In recent years,a number of data structures for global geo-referenced data sets have been proposed based on regular,multi-resolution partitions of polyhedra and spherical discrete grid is the most promising of such systems.To get spherical equal-area hexagonal grids,this paper discussed five coordinate systems(CS): grid CS,medium CS,stand CS,vertex CS,and inverse Icosahedron Snyder Equal Area(ISEA) projection CS.Under these coordinate systems,the algorithms that translate hexagonal grid cells from an unfolded icosahedron to a sphere were put forward.And also the paper analyzed two targets,including ratio of maximum cell edge to minimum edge and the mean squared deviation of cell perimeter of all spherical grids that algorithms generated with experiment.The result indicates that both targets of all grids are all convergence and C-Ⅰ grid fits for multi-resolution geographic information management among them." @default.
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- W2364690588 date "2006-01-01" @default.
- W2364690588 modified "2023-09-23" @default.
- W2364690588 title "A Generation Algorithm of Spherical Equal-Area Hexagonal Discrete Gird and Analysis of Its Deformation" @default.
- W2364690588 hasPublicationYear "2006" @default.
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