diffusion processes of ions and water molecules

A system of generalized transport equations for ions and water molecules in the system "initial aqueous solution of electrolyte – membrane – filtrate" is obtained, which describes diffusion electromagnetic processes through Maxwell's equations.  The method of non-equilibrium statistical operator Zubarev is used.  Generalized transport equations for ions of the $\bar{a}$ variety, which must be retained by the membrane for the purpose of selectivity, are identified.  Using the method of fractional calculus and modeling the corresponding memory function, a generalized subd

To describe atherosclerotic processes in the intima of blood vessels, a statistical approach to describing non-equilibrium processes of blood component transport in the lumen-endothelium-intima system of blood vessels has been proposed, which involves taking into account the nature of interactions between blood components.  Using the method of non-equilibrium statistical operator for the parameters of the abbreviated description, a system of transport equations has been obtained, which, within the framework of the selected model of component interaction, can describe no