Abstract:
The article considers a cluster-associate viscosity model based on the conception of chaotized particles.
The authors have developed formulas for calculating the distribution of associates by the number of clusters
included in them, by medium-integral number of clusters in the associates, by the portion of associates in the
liquid. Conditions to verify the cluster-associate model of fluid viscous flow are recommended. The method
of verification is based on the law of conservation and transformation of energy at a sudden stop of fluid
flow with registered temperature rise due to back aggregation of clusters into associates, having been
destroyed at fluid flow. Taking into account the dual effect of temperature makes it possible to describe the
entire temperature range of the existence of the liquid from the melting point to the critical temperature
