Using the asymptotic approximation of the Maxwell element model for the analysis of stress in a conveyor belt

The features of the propagation dynamic stresses in a conveyor belt, material properties which correspond to Maxwell element model, are considered. Analytical expressions presented for calculating elastic modulus, loss and angle mechanical depending on frequency longitudinal oscillations belt an extended transport conveyor. To analyze stress process, dimensionless parameters introduced that characterize specific viscoelastic process model. transition model is made analysis relationship between deformation extremely large small values made. substantiation scope given. It shown at sufficiently high frequencies oscillation period much less than characteristic decay time, corresponds Hooke's law. A qualitative relaxation time was carried out material, operating modes out. mode with constant rate element; load suddenly applied instantly were investigated. determined cases where significantly exceeds or can be replaced sufficient degree accuracy by Hooke