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Thus, convection velocity can be determined in the presence of diffusion.
Therefore, the presence of diffusion can stabilise the system (or conserve the stability), or can destabilise the system.
A prototype framework called the MOOSE has been developed for modeling moving components in the presence of diffusion phenomena.
Results show that in the presence of diffusion the model has the potential of exhibiting Turing instability.
By referring to [35], we find that the positive equilibrium (E_{e2}=(P_{e2},Z_{e2})) of system (1.2) is uniformly asymptotically stable in the presence of diffusion.
In the presence of diffusion process, the transverse relaxation time values are shortened with respect to those measured in homogeneous field.
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Previous works demonstrated the presence of diffusion-controlled flames.
In this article, we investigate convective heat and mass transfer along a vertical flat plate in the presence of diffusion-thermo, thermal diffusion effects, and an external magnetic field.
In this study the coupled set of differential equations that describe convective heat and mass transfer flow along a vertical flat plate in the presence of diffusion-thermo, thermal diffusion effects and an external magnetic field are solved using the successive linearization method.
In contrast, differentiated papillary and follicular tumours commonly showed focal expression, which is perhaps consistent with the presence of diffusion-limited chronic hypoxia.
This high sensitivity can lead to a much better estimation of the micropore diffusion coefficient in the presence of macropore diffusion than the estimation obtained with the gas pressure frequency response.
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