Abstract

AbstractResults of study of the influence of possible deviation of the symmetric reinforcement relative to the axis (the disorientation of reinforcement) occurred during the material technological processing into a product on the deformation behavior and dissipative properties thin-walled glass-plastic tubular elements subjected to repeated-static internal hydrostatic pressure are discussed. It is stated that under the conditions of repeated-static internal pressure (low-cycle pulsating), in addition to the main cyclic circumferential deformations for symmetrically reinforced pipes (φ = 0°), accompanying the main cyclic longitudinal deformations is arising, and for pipes with the initially broken reinforcement symmetry (φ = 6–8°), accompanying cyclic shear deformations is appearing as well. As is shown, after the stabilization of the deformation process (after 2–3 cycles of loading–unloading), the value of energy dissipation coefficient ψ for glass-plastic pipes with φ = 6–8° turns out to be 20% (and more) greater than the value of energy dissipation coefficient ψ defined for glass-plastic pipes with φ = 0°. The shares of each from the main and accompanying the main deformations into the total energy loss for the glass-plastic pipes with the initially broken reinforcement symmetry (φ = 6–8°) are shown up. Defined that during the process of low-cycle pulsating internal pressure, the amount of energy loss due to the occurrence of cyclic shear and longitudinal deformations accompanying cyclic main circumferential deformations turns out to be 270% and 12% more than the amount of the energy loss arising from the main deformations, respectively. Practical recommendations by the optimal design of thin-walled tubular structural elements made of reinforced plastics operating under conditions of low-cycle pulsating internal pressure are stated.KeywordsThin-walled glass-plastic pipesDisorientation of reinforcementIntensities of shear stresses and the shear strainCoefficient of energy dissipationPulsating internal hydrostatic pressure

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