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A research model based on the diffusion of innovation (DOI) theory and the technology-organization-environment (TOE) framework was developed.
A simple model based on the diffusion of dissolved gases is proposed to account for gas cross-permeation effects.
In our study, a model based on the diffusion of liquid or steam in the biomass that takes into account the interrelationship between chip size and time is developed.
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Curtis et al. (2012) built a microscale two-dimensional finite element model based on the diffusion studies of other porous materials to study the diffusion mechanism of natural gas in micro/nano-pores.
The numerical result is well explained by a model based on the diffusion convection equation, which accounts for the dependence of the diffusion coefficient on the cosmic ray energy.
A simple model based on the diffusion convection equation explains the result well.
Accordingly, the discussion of models based on the diffusion-approximation approach proceeds to address relevant works that built on and extended the techniques used in the DT model.
A two-dimensional model based on the examination of the diffusion flame leading edge is constructed.
Consequently, they proposed the new anisotropic diffusion model based on the use of the classical heat equation of diffusion.
To predict and extrapolate experimental results of yeast communities, we developed a three-dimensional model based on the consumption, release, and diffusion of metabolites in the yeast communities ('the diffusion model' in 'Materials and methods').
Footprint maps were produced by a simple model based on the analytical solution of the Eulerian advection diffusion equation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com