DocumentCode
495846
Title
Elastic deformation characteristic of the flexspline in harmonic drive
Author
Dong, Huimin ; Wang, Delun
Author_Institution
Sch. of Mech. Eng., Dalian Univ. of Technol., Dalian, China
fYear
2009
fDate
22-24 June 2009
Firstpage
363
Lastpage
369
Abstract
The paper presents a method to describe the spatial deformation of a cup-type flexspline, in which the spatial deformation of the flexspline is separated into a set of deformed curves on the cross sections vertical to the axis. Based on this method, the deformation function of the neutral layer of a flexspline deformed only by wave generators, such as a cam, roller, as well as disk type wave generators, is investigated. To investigate elastic deformation characteristic of a flexspline under the load condition, a finite element contact analysis parametric model is established by ANSYS Parametric Design Language (APDL). Using this model, a spatial elastic deformation of a cup-type flexspline with any parameters can be solved. The examples indicate that elastic deformation of the flexspline has spatial characteristic, linear variation characteristic along axial direction under no-load condition, non-linear variation characteristic under load condition, and the load is heavier, the distortion (or skewness) of the flexspline is severer. By means of double cubic spline function, the deformation function with discrete data is fitted. The work in the paper lays on groundwork for further kinematics analysis.
Keywords
drives; elastic deformation; finite element analysis; gears; kinematics; mechanical contact; mechanical engineering computing; splines (mechanical components); ANSYS Parametric Design Language; cup-type flexspline; elastic deformation; finite element contact analysis; gear drives; harmonic drive; kinematics analysis; neutral layer; spatial deformation; Deformable models; Finite element methods; Gears; Kinematics; Mechanical engineering; Paper technology; Parametric statistics; Shafts; Spline; Teeth; Contact analysis; bicubic spline function; elastic deformation; finite element method; flexspline; harmonic drive;
fLanguage
English
Publisher
ieee
Conference_Titel
Reconfigurable Mechanisms and Robots, 2009. ReMAR 2009. ASME/IFToMM International Conference on
Conference_Location
London
Print_ISBN
978-88-89007-37-2
Electronic_ISBN
978-1-876346-58-4
Type
conf
Filename
5173855
Link To Document