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The FET device is based on solution processed ZnO nano layers as the semiconductor channel.
The generating system is based on solution of a system of partial differential equations with finite difference discretization.
The alternative hypothesis is based on solution observations, which implicate a specific antiparallel interaction between the first two Ig domains (Ig I and Ig II).
The numerical method is based on solution of the linearized Euler equations directly in the frequency domain, employing a direct, sparse matrix solver in parallel.
Formulation is based on solution of a two-point boundary value problem (BVP) governed by a set of linear first-order ordinary differential equations (ODEs) through the thickness of a laminate.
The 1-dimensional model is based on solution of the transient mass transport equation for Cu II) utilizing the well-known series solution by von Karman and Cochran for the fluid velocity.
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In general, for all membranes, permeability coefficients decreased in the order H2 > CO2 > O2 > N2 > CH4 indicating that the separation mechanism is based on solution-diffusion mechanism which is typical for most glassy polymers [46].
The wave propagation method is based on solutions to the Riemann problem at cell interfaces.
The model is based on solutions of the density-weighted forms of the fluid flow equations.
The second-order time-integration is based on solutions to generalized Riemann problems at cell-interfaces, thus accounting for the full governing equations, including source terms.
The model is based on solutions to Reynolds-averaged Navier-Stokes equations, coupled with two-equation k−ω turbulence closure, with additional bed and suspended load descriptions forming the basis for sea bed morphology.
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