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The impacts of channel orientation, spacing, and channel cross-sectional aspect ratio are all quantified for laminate sequences typical of those used in aerospace structures.
The implementation of four methods of cluster analysis that consider orientation, spacing and roughness are described here: nearest neighbor, k-means, fuzzy c-means, and vector quantization.
In particular, a semiautomatic geomechanical survey made possible the automatic calculation of six of the ten parameters suggested by ISRM (1985) for the quantitative description of discontinuities (orientation, spacing, persistence, roughness, number of sets, and block size).
Among them, various approaches of using outcrop fracture characteristics such as fracture spatial distribution, length, height, orientation, spacing and aperture are widely used for model regularization (Wilson et al. 2011; Hooker et al. 2012).
The variable orientation, spacing, and overall number of overrepresented motifs upstream of clusters all need to be considered to understand C. parvum transcriptional regulation.
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Phase diagrams are presented in the orientation space.
We associate the orientation space of the integration directions to the physical space of micro-fibrils.
The automaton is discrete in time, real space, and orientation space.
In addition we employed a spherical harmonic expansion of each component of stress over orientation space.
Four distinct regions in orientation space with different rotation behaviour have been identified.
Texture is described using an orientation distribution function (ODF), describing the distribution of crystal orientations over a three-dimensional orientation space.
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