2020
DOI: 10.1088/1757-899x/883/1/012100
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Choice of optimum extinguishers parameters for a dissipative mechanical system

Abstract: This article provides a detailed analysis of the problem of the optimal choice of parameters of dynamic dampers with two degrees of freedom. The choice method is based on calculating the difference between the resonant frequency of the system without absorbers and the nearest resonant frequency of the system with absorbers. The optimal parameters are determined and the effectiveness of many mass-dynamic vibration dampers with various types of viscosity under vibrational impacts is estimated. It has been shown … Show more

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Cited by 14 publications
(7 citation statements)
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“…When determining the dynamic response of hereditarily deformable systems to the pressure of atmospheric turbulence near critical states (divergence, flutter), we consider this pressure as a random function of our arguments [15]. Assuming that the dependence between stresses and strains for the material of the structure is linearly hereditary, and the forces of aerodynamic action from the side of the gas flow, the streamlined shell structure, are written according to the linearized piston theory [16], we obtain, to describe the forced oscillations of the system (making the usual technical assumptions of thin shell structures) the following operator stochastic integro-differential equation (IDE) [17] It is required to find solutions to IDE (1) for random perturbations of atmospheric turbulence near critical states (divergence, flutter) under given boundary and initial conditions.…”
Section: Objects and Methods Of Researchmentioning
confidence: 99%
“…When determining the dynamic response of hereditarily deformable systems to the pressure of atmospheric turbulence near critical states (divergence, flutter), we consider this pressure as a random function of our arguments [15]. Assuming that the dependence between stresses and strains for the material of the structure is linearly hereditary, and the forces of aerodynamic action from the side of the gas flow, the streamlined shell structure, are written according to the linearized piston theory [16], we obtain, to describe the forced oscillations of the system (making the usual technical assumptions of thin shell structures) the following operator stochastic integro-differential equation (IDE) [17] It is required to find solutions to IDE (1) for random perturbations of atmospheric turbulence near critical states (divergence, flutter) under given boundary and initial conditions.…”
Section: Objects and Methods Of Researchmentioning
confidence: 99%
“…In the calculations, the following is accepted An analysis of the graphs shows that the time spent by the lock on the surface of the fire bar also increases with an increase in the contact surface of the fire bar with a lock. This can create the possibility of separating more contaminants from the lock [4][5][6][7]. In order to determine the number of pollutants emitted from a lock of wool moving along the surface of the fire bar, we will use the model proposed by A.G. Sevostyanov.…”
Section: Usingmentioning
confidence: 99%
“…There are various types of energy-efficient glass: I-glass, K-glass, energy-saving, heat-saving, heatreflecting, heat-absorbing, etc. [12].…”
Section: Introductionmentioning
confidence: 99%