Abstract
Volodymyr Gursky, Igor Kuzio We present the scheme of realization of a vibroimpact system with one flat spring and locally focused mass. The means of implementation of asymmetric piecewise linear elastic characteristic is the use of two intermediate cylindrical supports. We calculated the bending and contact stresses that take into account the asymmetry of change in the elastic characteristic and instantaneous displacement of the local mass. The parametric dependency is taken into account of the contact rigidity between the cylindrical support and the flat spring on the displacement of the local mass. This is carried out in order to assess in the course of dynamic analysis the stressed state of a flat spring under conditions of implementation of elastic characteristic. The contact rigidity is taken into account through the change in own oscillations frequency of the spring. We numerically solved the dynamic problem and obtained the ratio between kinematic characteristics (displacement and acceleration) and parameters of the stressed state (bending and contact stresses). The contact stresses are nonlinearly dependent on displacement, the bending –linearly. The strength margin factors by the stresses were defined, as well as the equivalent strength margin factor and the lifetime of the rod as the function of effort of perturbation. The equivalent strength margin factor takes into account the joint action of bending asymmetric and contact stresses. The obtained formulas realize the method of analysis of the stressed state under conditions of vibroimpact loadings. The method may be successfully applied in the course of design and synthesis of resonant vibroimpact systems and modes.
Highlights
Vibro-impact systems are endowed with a number of important dynamic properties, especially useful for technological purposes
The study is aimed at examining dynamic properties of a vibro-impact system, designed on one elastic element – flat spring with locally focused working mass of the inertia mw
The schematic of realization of the vibro-impact mode on one flat spring is represented in Fig. 1 by using asymmetric elastic characteristic of the form: c (t) cI,y(t) ≥ 0
Summary
Vibro-impact systems are endowed with a number of important dynamic properties, especially useful for technological purposes. The scope of application of these systems covers advanced techniques of the surface treatment of materials with complex structure. The capacity to implement high-frequency oscillations with a wide range of multiple harmonics promotes the use of the indicated systems in the fields of nanotechnology and troubled energy intensive industries. The fabrication of vibro-impact systems requires new and simple design solutions, capable of efficient implementation of the various types of modes. In this case, the main requirements are the strength and durability of the components of the system
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