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Thermodynamic models for multicomponent mixtures were derived and tested successfully for correlation of boiling points and for determining the presenc.
A new approach to the development of low-order dynamic models for multicomponent distillation processes is presented.
The diffusion models for multicomponent mixtures are investigated in planar premixed flames, counterflow diffusion flames, and ignition of droplet flames.
While double porosity models are available for water flow and conservative transport, there is not much experience in the fourmulation of double porosity models for multicomponent reactive species.
One of the most challenging thermodynamic tasks is, in fact, the representation of the critical region of high-pressure binary systems at the basis of the optimization of thermodynamic models for multicomponent systems treated by CO2 Capture and Storage (CCS) applications and Enhanced Oil Recovery EORR) processes.
In the present chapter we review two main families of lattice Boltzmann models for multicomponent flows, their mechanical properties, and transport phenomena, with special focus on their application to biofluidic problems, such as the dynamics, merging, and breakup of microfluidic droplets and the motion of deformable membranes and vesicles under geometrical confinement.
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A phenomenological model for multicomponent diffusion in B2-b.c.c.
In view of this, a hypercomplex model for multicomponent signals impinging on vector sensors was presented in [9].
A local composition model for multicomponent, liquid mixture thermal conductivity has been developed and tested.
A local composition model for multicomponent, nonaqueous, liquid mixture shear viscosity has been developed and tested.
In this work a local model for multicomponent mixtures is presented.
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