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Nonlinear time heteronymous damping in nonlinear parametric planetary systems

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    0429219 - ÚT 2015 RIV AT eng J - Journal Article
    Hortel, Milan - Škuderová, Alena
    Nonlinear time heteronymous damping in nonlinear parametric planetary systems.
    Acta Mechanica. Roč. 225, č. 7 (2014), s. 2059-2073. ISSN 0001-5970. E-ISSN 1619-6937
    Institutional support: RVO:61388998
    Keywords : nonlinear dynamics * planetary systems * heteronymous damping
    Subject RIV: JT - Propulsion, Motors ; Fuels
    Impact factor: 1.465, year: 2014

    The analysis of dynamics of time heteronymous weakly and strongly nonlinear planetary transmission systems with kinematic couplings–gears constitutes a study of complicated function of many parameters including the material of gears, damping properties and damping viscous properties of lubricating oil film in the gear mesh. The purpose of this theoretical preexperimental study is to educe the methodology that makes possible to analyse the influence of all parameter variants in the area of linear and nonlinear systems with constant and time variable damping on internal dynamics. More precise dynamic analysis of such systems leads to mathematical–physical models, whose motions are described by ordinary deterministic nonlinear time heteronymous differential equations at the application of mass discretization. Their solution leads to the method of transformation of the nonlinear boundary problem of differential equations into the equivalent problem of solving integro-differential systems of equations by themethod of decomposition of solving kernels of Green’s type and by the method of successive approximations. The structures with lightening holes in cog wheel discs are characterized by time variable damping in gear meshes. In this paper, the examples of resonance bifurcation characteristics in the gear mesh give a comparison between two variants with lightening wheel discs and the variant with full wheel disc, i.e. two variants with time variable quadratic damping and the variant with the constant one.
    Permanent Link: http://hdl.handle.net/11104/0234916

     
     
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