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Muteki, J.F. MacGregor, T. Ueda, On the rapid development of new polymer blends: The optimal selection of materials and blend ratios, Industrial Engineering Chemical Research, Published on-line, May 25 (in press)] T- or L-shaped data matrices were combined using ideal or other known mixing rules to achieve a block data structure with a single common dimension as required in regression modeling.
As first and most simple method, raw species abundance data matrices were combined by inserting the species of each group as additional columns (Figure 1).
These gene matrices were combined into a single matrix for the combined analysis.
The genomic matrices were combined with the numerator relationship matrix creating H matrices.
The taxon-by-sample and taxon-by-trait matrices were combined into a trait-by-sample matrix.
The resulting transformation matrices were combined to obtain a native MNI space transformation matrix and its inverse.
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Three diagonal weight matrices are combined to represent all possible failure situations occurred on vectored thruster, they make the reconfigurable controller more general.
Then, these matrices are combined to provide a concise and exact approach for obtaining the natural frequencies of the nanobeams for any possible combination of boundary conditions.
Here empirical models for calculating self-diffusion coefficients and diffusion matrices are combined with MELTS, a thermodynamic model for silicate minerals and melts, to estimate diffusive dissolution rates, interface melt compositions and melt diffusivities.
These matrices are combined, with the aid of filed transfer matrices, to provide a concise and efficient method for analysing the free vibration problem of rotating rings with multi-span.
The reflection and transmission matrices are combined, with the aid of the transfer matrix method, to provide a concise and systematic approach for the free vibration analysis of multi-span rotating shafts with general boundary conditions.
More suggestions(15)
array were combined
matrices were established
matrices were constructed
matrices were calculated
matrices were filtered
matrices were selected
matrices were arranged
matrices were composed
matrices were employed
matrices were loaded
matrices were used
matrices were diagonalized
matrices were maintained
matrices were aligned
matrices were prepared
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