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- W2566455431 abstract "In this paper a numerical analysis was performed developing low-resolution spherical harmonics (LRSH) models in order to describe particle shapes. The potential of LRSH, limited by the expansion degree L ≤ 3, to describe quasi-regular particle shapes was explored. The term “quasi” is used hereafter to indicate the monomeric, almost regular shaped, particle described by a single continuous function. This approach reflects the shape of a major part of soil minerals. It was shown, that even the simplest case of the suggested low-resolution harmonics technique with L = 1 showed sufficient accuracy. The main drawback of the suggested approach was that the low-resolution harmonics yield particle shapes with nearly sharp angles, there-fore, enhanced analysis of local surface curvatures becomes necessary. An application using quasi-ellipsoidal particles is enclosed." @default.
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- W2566455431 date "2016-12-16" @default.
- W2566455431 modified "2023-10-16" @default.
- W2566455431 title "LOW-RESOLUTION SPHERICAL HARMONICS MODELS IN APPLICATION TO QUASI-QUADRIC PARTICLE SHAPES" @default.
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- W2566455431 doi "https://doi.org/10.3846/2029882x.2016.1268073" @default.
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