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A mechanistic approach was implemented for radial ion-exchange membrane chromatography using the lumped-rate model and stoichiometric displacement model for the in silico optimization of a VLP capture step.
A simple isoparametric finite element formulation based on a higher-order displacement model for dynamic analysis of multi-layer symmetric composite plates is presented with an explicit time marching scheme.
A simple isoparametric assumed strain finite element formulation incorporating a third-order polynomial displacement model for the buckling and vibration analysis of initially stressed composite sandwich laminates is presented.
Vu and Fredlund ([2004]) developed an elasticity based vertical displacement model for unsaturated expansive soils.
Together, these data support an obligatory displacement model for synergistic activation of the complex.
The complicated biaxial hysteretic loops confirm the difficulty of developing suitable load-displacement models for non-linear dynamic analysis.
However, their data disagree with the previously proposed strand-displacement model for mtDNA replication, which is based on transmission electron microscope imaging of replicative forms (e.g. Goddard and Wolstenholme, 1978).
Three higher order refined displacement models are proposed for the free vibration analysis of sandwich and composite beam fabrications.
We compute the non-dimensional displacements and stresses using displacement model HOSNT11 for isotropic and orthotropic plates mainly because analytical results for the same problem are available for comparison in Wen et al. (2011).
Subsequently, the stems that had the highest stress and displacement models were then optimized for a lower stress and displacement combination.
The assumed displacement model accounts for parabolic variation of transverse shear strains and linear variation of normal strain through the plate thickness and therefore does not require any shear correction factors.
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