Abstract
The results of using the finite-difference approximation of combined equations for describing the flow of a viscous incompressible liquid between contacting rotating cylindrical surfaces are presented in the work. A quantitative estimation of mass transfer and splitting factors for a viscous incompressible liquid onto a substrate is obtained depending on a contact width variation. A distinctive feature of the proposed approach is the accounting of the structural and microgeometric parameters of surfaces contacting with a viscous incompressible liquid.
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