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An abrasion (undercut) slope diffusion model (ASDMO-1)The first version of a system undercut slope diffusion model with an account of a negative feedback

On concentration dependence of arsenic diffusivity in siliconAn analysis of the equations used for modeling thermal arsenic diffusion in silicon has been

Widening the criteria for emergence of Turing patternsThe classical concept for emergence of Turing patterns in reaction-diffusion systems requires

Influence of Numerical Diffusion on the Growth Rate of Viscous Fingers in the Numerical Implementation of the Peaceman Model by the Finite Volume Method fingers” has been studied. The dependencies of the leading front velocity on the value of model diffusion

Modeling of intergrain diffusion in solids with account for grain surface morphologyAn equation for intergrain diffusion accounting for grain surface topology has been derived

THE STOCHASTIC VOLATILITY IN INTEREST RATE MODELS OF DIFFUSION PROCESSES factor diffusion model and we see which of them is more suitable for catching the variation

Quantum-thermal self-diffusion as a hydrodynamic mechanism for the fluctuations relaxation and the diffusion pressure energy of the warm vacuum. Based on this, for the model of one-dimensional hydrodynamics

Water diffusivity in model biological membranesWater self-diffusion was studied in model biological membranes (lipid bilayers

Modelling Thermal Diffusivity of Differently Textured Soils
diffusivity of soils at different water contents. Models have been trained on 49 soil samples with the texture

On the effect of transition from a model with concentrated parameters to a model with distributed parametersWe note from a general point of view that adding diffusion terms to ordinary differential equations

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