![]() Studies of dynamic behaviour of planetary gear trains yield Since in mobile machines gear trains operate in highly changeable workingĬonditions, the analysis of the gear train dynamic behaviour is very Previously presented concept (Troha et al., 2014). That research is extended in order to show all shifting possibilities of the Kinematic analysis of compound planetary gears Multiple transmissions is described in papers which deal with the design and This application of the common planetary reducer concept used in The main one is planetary reducer application in multiple transmission ![]() Kinematic analysis is interesting from many aspects, but The interesting field of planetary reducers research before dynamics is In the literature, but for some special types like planetary reducers withĭouble planet gears and movable output ring gear, there are not a lot of Classical types of planetary gears have been well studied Of reducer, reducing vibration and noise in workingĬonditions, etc. Increasing their compact design, increasing reliability, increasing the lifetime Greatly assist the development of planetary reducers with regard to The dynamics of those reducer types leads to conclusions that could The researchĪrea of planetary reducer dynamics is of great importance. Planetary reducers are variable within wide application limits. Operating conditions for power transmissions with Planetary reducers are widely used in mobile machine drive systems due to At the end of the paper, conclusions areĭrawn, and further research directions in this area are given. Obtained, which can be helpful in understanding the dynamic occurrences Of interesting results concerning the dynamic behaviour of the model are Due to theirĬomplexity, the equations are solved in math simulation software. Most of characteristic values neededįor solution of the equations are taken from the CAD model. After a planetary gear reducer has been designed and a CAD modelĬreated, the dynamic model was made. Reducer with double planet gears created by applying Lagrange's equations of the second This paper presents a dynamic model of a planetary Often starting and stoping, it is both interesting and desirable to study Since they often operate in extremely changeable working conditions, such as They are extremely compact and reliable,Īnd they can achieve a wide range of gear ratios as well as high efficiency. Planetary reducers have a wide and significantĪpplication in modern machine industry.
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