Details Details PDF BIBTEX RIS Title Natural transverse vibrations of helical springs in sections covered with elastic coatings Journal title Bulletin of the Polish Academy of Sciences Technical Sciences Yearbook 2017 Volume 65 Issue No 6 (Special Section on Civil Engineering – Ongoing Technical Research. Part II) Authors Michalczyk, K. Divisions of PAS Nauki Techniczne Coverage 949-959 Date 2017 Identifier DOI: 10.1515/bpasts-2017-0102 Source Bulletin of the Polish Academy of Sciences: Technical Sciences; 2017; 65; No 6 (Special Section on Civil Engineering – Ongoing Technical Research. Part II); 949-959 References Majkut (2009), Free and forced vibrations of Timoshenko beams described by single difference equation of and, Journal Theoretical Applied Mechanics, 47, 37. ; Yildrim (1999), An efficient numerical method for predicting the natural frequencies of cylindrical helical springs, International Journal of Mechanical Sciences, 23, 919. ; Mayers (1985), Helical coil spring damper assemblies US Patent, null, 4538563. ; Yu (2012), Improved Riccati transfer matrix method for free vibration of non - cylindrical helical springs including warping and, Shock Vibration, 28, 1167. ; Lee (2001), Dynamic stiffness formulation free vibration and wave motion of helical springs of and, Journal Sound Vibration, 26, 239. ; Timoshenko (1936), Theory of elastic stability New York and, null, 29. ; Sorokin (2009), Linear dynamics of elastic helical springs : asymptotic analysis of wave propagation, Proc, 1. ; Stephen (2006), On the valid frequency range of Timoshenko beam theory of and, Journal Sound Vibration, 297. ; Nix (2002), Patent, null, 1. ; Lee (2007), Free vibration analysis of cylindrical helical springs by the pseudospectral method of and, Journal Sound Vibration, 27, 302. ; Mottershead (1980), Finite elements for dynamical analysis of helical rods, International Journal of Mechanical Sciences, 14, 267. ; Becker (2002), On the natural frequencies of helical compression springs, International Journal of Mechanical Sciences, 20, 825. ; Love (1899), The propagation of waves of elastic displacement along a helical wire Transactions of the Cambridge Philosophical, Society, 12, 364. ; Benchekchou (1998), Some aspects of vibration damping improvement in composite materials, Composites Part Engineering, 29, 39. ; Yildrim (1996), Investigation of parameters affecting free vibration frequency of helical springs for in, International Journal Numerical Methods Engineering, 19, 39. ; Kęsy (2010), Mechanical properties of parts produced by using polymer jetting technology of Civil and Mechanical, Archives, 37. ; Tabarrok (1988), On the dynamics of spatially curved and twisted rods a finite element formulation of and, Journal Sound Vibration, 15, 123. ; Muzio (1999), Coated coil spring particularly for automotive suspensions Patent, null. ; Pearson (1986), An exact solution for the vibration of helical springs using a model, Bernoulli International Journal of Mechanical Sciences, 25, 83. ; Flenker (2005), Ch Efficient Valve Modelling with Valve Train Design, null, 946. ; Chung (2003), Structural composite materials tailored for damping of and, Journal Alloys Compounds, 355. ; Wittrick (1971), general algorithm for computing natural frequencies of elastic structures of and, Quarterly Journal Mechanics Applied Mathematics, 24, 263. ; Della Pietra (1982), On the dynamic behavior of axially excited helical springs, Meccanica, 17. ; Haringx (1949), On highly compressible springs and rubber rods and their application for vibration - free mountings II, Philips Research Reports, 21, 4. ; Van Krevelen (2009), te Properties of Polymers : Their Correlation with Chemical Structure ; their Numerical Estimation and Prediction from Additive Group Contributions Elsevier Amsterdam, null. ; Guido (1978), Transverse vibrations of helical springs, Meccanica, 31, 90. ; Wittrick (1966), On elastic wave propagation in helical springs, International Journal of Mechanical Sciences, 13, 8. ; Finegan (1999), Recent research on enhancement of damping in polymer composites Structures, Composite, 44. ; Taktak (2008), finite element for dynamic analysis of a cylindrical isotropic helical spring of Materials and Structures, Journal, 17, 641. ; Krużelecki (1990), On the concept of an equivalent column in the problem of stability of compressed helical springs Ingenieur -, Archiv, 22, 367. ; Michalczyk (null), of lateral vibrations of the axially loaded helical spring of and, Analysis Journal Theoretical Applied Mechanics, 53, 754. ; Michalczyk (null), Dynamic stresses in helical springs locally coated with highly - damping material in resonant longitudinal vibration conditions, International Journal of Mechanical Sciences, 11, 53. ; Harris (2002), shock and vibration handbook New York, null. ; Snamina (2011), balance in self - powered MR damper - based vibration reduction system Pol, Energy Tech, 59. ; Haringx (1948), On highly compressible springs and rubber rods and their application for vibration - free mountings, Philips Research Reports, 30, 401. ; Wang (2010), Mathematical model for determination of strand twist angle and diameter in stranded - wire helical springs of and, Journal Mechanical Science Technology, 24, 1203. ; Berger (2006), Results of very high cycle fatigue tests on helical compression springs of, International Journal Fatigue, 28, 1658. ; Yantek (2011), of a mechanism suspension to reduce noise from horizontal vibrating screens, Analysis Noise Control Engineering Journal, 59. ; Pearson (1982), The transfer matrix method for the vibration of compressed helical springs of, Journal Mechanical Engineering Science, 18, 163.