2017
DOI: 10.1016/j.crme.2017.10.001
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Frequency analysis of a two-stage planetary gearbox using two different methodologies

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Cited by 20 publications
(13 citation statements)
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“…In the perfect condition, the vibration signal x(t) of the gearbox can be expressed as the following equation or its modified form [15,37,40,41]…”
Section: The Phenomenological Modelmentioning
confidence: 99%
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“…In the perfect condition, the vibration signal x(t) of the gearbox can be expressed as the following equation or its modified form [15,37,40,41]…”
Section: The Phenomenological Modelmentioning
confidence: 99%
“…Subsequently, their staff derived the spectrum structure of the vibration signals under non-equal load distribution conditions [13]. Some scholars have compared the results of phenomenological models with LPM, such as Parra et al [14], Torregrosa et al [5], and Feki et al [15]. In terms of the efficiency of generating the vibration signal of the gearbox, the phenomenological model is the highest, but it also has obvious defects.…”
Section: Introductionmentioning
confidence: 99%
“…The most commonly used devices for the experimental research of power transmissions are accelerometers. The location on the planetary gearbox of these devices is especially important, because planetary gears create similar vibrations passing through a fixed sensor [26].…”
Section: Options For Experimental Researchmentioning
confidence: 99%
“…For example, Zuoqing and Xuezhi [4] supposed that the vibration and noise problems in gear transmission were relevant to gear meshing stiffness and damping; Fakher et al [5] investigated the relationship between the gearbox vibration and the fluctuating load conditions, the experimental validation also confirmed that the time-varying load effects should be the main excitation for the dynamic performance responses of the gearbox; Jing et al [6] considered the transmission error was an important reason for the instability in helical gears, they concluded that some basic gear meshing parameters, such as involute contact ratio, bearing supporting stiffness, mesh damping and backlash and so on could influence the dynamic transmission errors, and the vibration stability of the helical gear system was obviously involved in gear train transmission errors. Regarding to other factors besides gear meshing, Noroozi et al [7] validated that the strength and stiffness of the foundation support structures were also relevant to gearbox vibration problems; Feki et al [8] made a frequency analysis for two cases of a certain two-stage planetary gearbox in order to investigate vibration signals, the results demonstrated that the specific geometry and structure of gear train were relevant to dynamic responses. The conclusions imply that the dynamic performance of gearbox can be decided as long as to design the geometry of the gear train and the structure of the gearbox.…”
Section: Introductionmentioning
confidence: 99%