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Later, Kubo et al. [3] investigated the relationship between tooth contact pattern and transmission error of gears having errors, and developed the fast calculation method through observing the actual tooth contact pattern.
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Further analysis was developed on multiple-split loading sharing among star gears of two-stage star gearing system in aero-engine, and a meshing error was analyzed on the eccentricity error, gear thickness error, base pitch error, assembly error, and bearing manufacturing error of gear components of the star gearing system respectively.
The analysis of manufacturing errors of gear rings is presented - starting with first manufacturing operations and ending with the final product.
The transmission error of the gear system is calculated via a state-space model.
This is because the relative error of the gear billet volume is less affected by the irregular tooth shape.
A new method to identify modal parameters (natural frequency and damping) and the equivalent gear error of a spur gear pair is introduced.
Shape deviations and errors on gears are considered and the associated equations of motion account for time-varying mesh stiffness, and also torsional, flexural and axial couplings.
Umezawa et al. [4, 5] developed a torsional dynamic model of spur gear system and analyzed the effects of pressure angle error, normal pitch error, and waved form error on vibration of gear system.
It also shows that the compliance of the mechanism relaxes the influence of the initial meshing errors between pairs of gears.
This paper proposes a new feedforward control strategy to reduce the effects of the periodic disturbances that are caused by the transmission error of the planetary gears.
The aim of this study is to define optimal tooth modifications, introduced by appropriately chosen head-cutter geometry and machine tool setting, to simultaneously minimize tooth contact pressure and angular displacement error of the driven gear (transmission error) of face-hobbed spiral bevel gears.
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