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The News of Altai State University
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Management, Computer Facilities and Computer Science
Mathematics and Mechanics

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V.S. Deeva, S.лю. Slobodyan

Sliding Interaction Environment Space Physical Model

Basing on hydrodynamics fundamentals we examine the behavior of properties and features peculiar to formation of contact sliding interaction space as isomorphic environment with a changing density caused by emission into surface destruction fractions space. The mathema#tical model describing dynamic behavior of theoretically isomorphic thin sliding contact layer is created for steady motion. Analysis of this model reveals the dependence of solid sliding space#s properties on driving dynamics, space orientation and properties of the multidimensional contact layer environment.
Key words: environment, dynamics, contact, fraction stream, layer.

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