Details

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

Numer

No 6

Publication authors

Divisions of PAS

Nauki Techniczne

Publisher

Polish Academy of Sciences

Date

2017

Identifier

ISSN 0239-7528, eISSN 2300-1917

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.

DOI

10.1515/bpasts-2017-0102

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