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- W86453216 abstract "This study is motivated by the need to develop belt drive models which predict the drive’s dynamic response to harmonic excitation. Particular attention focuses on modeling nonlinear belt response in frictional contact at the belt/pulley interface. To this end, two specific models are proposed. The first model proposed is appropriate for accessory drives with “small convection.” A simple model of a belt in frictional contact with a pulley is studied to determine the belt’s elastodynamic response to a train of incoming harmonic tension waves. Through a non-dimensionalization, a single dimensionless parameter Ω is identified which governs the dynamic response. A numerical solution is developed and exercised over a wide range of values of Ω. An approximate closed form solution is derived assuming the belt stretches quasi-statically, and is shown to yield accurate results for small values of Ω. A second model is described for the case of harmonically excited belt drives characterized by “large convective” effects and for which the quasi-static stretching assumption may be applied (Ω < 1/3). For such drives, the belt tension distribution derived from a classical creep analysis of a steadily rotating belt drive remains the exact tension distribution for the harmonically excited drive." @default.
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- W86453216 date "1999-01-01" @default.
- W86453216 modified "2023-09-24" @default.
- W86453216 title "Dynamics of Belt/Pulley Frictional Contact" @default.
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- W86453216 doi "https://doi.org/10.1007/978-94-011-4275-5_27" @default.
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