Determination of the Velocity of Constrained Motion of Nonspherical Particles in Liquid

A semi-empirical equation has been derived based on the variation principle of the minimum of the energy dissipation intensity, which describes the ratio of the velocities of the constrained and free motion of nonspherical solid particles and is in good agreement with the experimental data.     

Semiempirical Method for Determining the Rate of Slow Hindered Motion

Theoretical Foundations of Chemical Engineering - Semiempirical equations have been derived for determining the rate of slow hindered motion of spherical particles in a liquid, which agree with...     

Calculation and Properties of the Inhomogeneity Function during the Phase Transformation of Multicomponent Systems

Theoretical Foundations of Chemical Engineering - An equation is derived for calculating the inhomogeneity function in the equilibrium liquid–vapor phase transition processes. In the...