The phrase "a model of diffusion" is correct and usable in written English.
It can be used in contexts related to science, particularly in discussions about the spread of substances, ideas, or phenomena.
Example: "The researchers developed a model of diffusion to better understand how pollutants disperse in the atmosphere."
Alternatives: "a diffusion model" or "a diffusion framework".
Three recent papers published in Chemical Engineering Journal studied the solution of a model of diffusion and nonlinear reaction using three different methods.
Here we develop a model of diffusion in white matter including axonal dispersion and demonstrate stable estimation of all model parameters from DKI in fixed pig spinal cord.
Our results show that using a model of diffusion using partial differential equations (PDEs) removes the need to rely on time delays in order to faithfully reproduce experimental observations.
To determine the probable geographical origin of the different CHV1 lineages detected in the six sampling regions, we used a model of diffusion to discrete states to infer maximum clade credibility trees (Lemey et al. 2009).
We have shown that in the early stages cluster formation processes are described by a model of diffusion-limited aggregation, the product of which are quasi-spherical fractal aggregates.
Clearly, WaaL15 has ready access to lipid II and this is inconsistent with a model of diffusion-limited lipid II sequestered at the elongasome or divisome complexes.
A model of the diffusion kinetics in multiphase finite one-dimensional binary diffusion couples is presented.
To explain this acceleration, a model of dislocation diffusion is proposed.
The d_lambda rule is a practical way to design spatial discretization of the cable equation for the longitudinal spread of electrical signals in neurons, but there isn't a similar rule to guide discretizing a model of radial diffusion.
In order to test the possible application of the new numerical approximation of the new Caputo-Fabrizio derivative of fractional order, we presented a model of advection diffusion equation with the time fractional of the new derivative.
This analysis of the cumulative distribution function fits the experimental data with a model of Brownian diffusion of different populations.
