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Stiffness and mass matrices are numerically integrated over the domain of the basis plate by using Guassian quadrature.
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By the late 1960s, several American investigators, among them Jack E. Oliver and Bryan L. Isacks, had integrated this notion of seafloor spreading with that of drifting continents and formulated the basis of plate tectonic theory.
Samples were analyzed on a plate-by-plate basis in the context of all the samples to eliminate variation in calls between plates.
Forced axi-symmetric vibrations of polar orthotropic linearly tapered circular plates are discussed on the basis of classical plate theory.
To reduce intraexperimental variability, data were normalized on a plate-by-plate basis.
The media change into experimental conditions was carried out on a plate-by-plate basis and with two lanes at a time.
To analyze AR antagonist action, raw luminescence readings were normalized on a plate-by-plate basis to the means of the positive DHT controls (n = 8) and the solvent controls (n = 8), which were placed on the same plate.
The quantitative PCR amplification curves were analyzed using ViiA 7 software (Applied Biosystems) on a plate-by-plate basis, and the copy number was assigned from the raw quantification cycle (Cq) values using CopyCaller software version 2.0 (Applied Biosystems).
To analyze antiandrogenic action, raw luminescence readings were normalized on a plate-by-plate basis to the means of the positive DHT controls (n = 8) and the solvent controls (n = 8) (Ermler et al. 2010).
An analysis is presented of the effect of hydrostatic peripheral loading and that of an elastic foundation on the natural frequencies of free axisymmetric vibrations and critical buckling parameter of linearly varying thickness annular plates exhibiting polar orthotropic characteristics, on the basis of classical plate theory.
Buckling and vibrational behavior of polar orthotropic circular plates of linearly varying thickness is presented on the basis of classical plate theory.
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