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Resonant vibrations of the moving band saw blade with variable tension

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EN
Abstrakty
EN
Resonant transverse bending vibrations of the band saw blade have been investigated taking into consideration variable in the time tension force of the blade and the external periodic perturbation. Amplitude of resonant vibrations of the band saw blade piece has been determined by the Bubnov-Galerkin method and basing on the idea of perturbation theory.
Twórcy
autor
  • Department of Applied Mathematics and Mechanics, Lviv State University of Life Safety; Ukraine
autor
  • Department of Engineering Mechanics, Army Academy named after hetman P. Sahaidachnyi, Lviv, Ukraine
  • Department of Applied Mathematics and Mechanics, Lviv State University of Life Safety; Ukraine
autor
  • Department of Woodworking Machinery and Tools, Ukrainian National Forestry University, Lviv, Ukraine
Bibliografia
  • BOGOLIUBOV N.N., MITROPOLSKY Y.A. 1961. Asymptotic Methods in the Theory of Non-Linear Oscillations. Gordon and Breach, New York.
  • CHEN L.Q., YANG X.D., CHENG C.J. 2004. Dynamic stability of an axially moving viscoelastic beam. European journal of mechanics a solids, 23: 659-666.
  • DZYUBA L.PH., REBEZNYUK J.T., MENSHYKOVA O.V. 2012. Tension of the Band Saw Blade while Triggering the Machine. Conference Proceedings: Theory and Practice of Rational Design, Construction and Exploitation of Machine Building Structures.
  • HASCHUK P.M., NAZAR I.I. 2008. Parametric Excitation of Mechanical Drive Working. Flexor Ukrainian interdepartmental scientific and technical collection of papers „Automation of Production Processes in Mechanical and Instrumental Engineering”, 42: 65-69.
  • ISUPOVA T.S. 1981. Prognostication of Band Saw Performance. Proceedings of Higher Educational Establishments. Forest Journal, 5: 75-78.
  • MOTE C.D. 1965. A study of band saw vibrations. Journal of the Franklin Institute, 279: 430-444.
  • MOTE C.D., NAGULESWARAN S. 1966. Theoretical and experimental band saw vibrations of. Engineering for Industry, Transactions of the ASME, 88: 151-156.
  • NAIFE A. 1976. Perturbation Methods. Mir, Moscow.
  • REBEZNYUK J.T. 2009. Development of Scientific Grounds for Band Saw Wood Cutting Machines. Doctoral Dissertation in Technics. Lviv, Ukraine.
  • SOKIL B.I., LISCHINSKA CH.I. 2008. Application of Asymptotic Method for Inhomogeneous Boundary Problems which Describe Nonlinear Vibrations of Systems Characterized by Longitudinal Movement. Dynamics, Durability and Design of Machines and Devices, 614: 120-124.
  • SUGIHARA H. 1977. Theory of running stability of band saw blades. Proceedings 5th wood machining seminar. UC forest products laboratory, Richmond, CA, p. 99-110.
  • SZE K.Y., CHEN K.Y., HUANG J.L. 2005. The incremental harmonic balance method for nonlinear vibration of axially moving beams. Journal of Sound and Vibration, 281: 611-626.
  • VASYLENKO N.V. 1992. Theory of Vibrations. Naukova Dumka, Kiev.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-4260445b-1390-49af-8a48-adde91147f67
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