Quasi Ellipsoid Gear Surface Reconstruction Based on Meshless Local Petrov-Galerkin Method and Trans

来源 :中国机械工程学报 | 被引量 : 0次 | 上传用户:jiaojiao82
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Special transmission 3D model simulation must be based on surface discretization and reconstruction,but special transmission usually has complicated tooth shape and movement,so present software cant provide technical support for special transmission 3D model simulation.Currently,theoretical calculation and experimental method are difficult to exactly solve special transmission contact analysis problem.How to reduce calculation and computer memories consume and meet calculation precision is key to resolve special transmission contact analysis problem.According to 3D model simulation and surface reconstruction of quasi ellipsoid gear is difficulty,this paper employes meshless local Petrov-Galerkin (MLPG) method.In order to reduce calculation and computer memories consume,we disperse tooth mesh into finite points—sparseness points cloud or grid mesh,and then we do interpolation reconstruction in some necessary place of the 3D surface model during analysis.Moving least square method (MLSM) is employed for tooth mesh interpolation reconstruction,there are some advantages to do interpolation by means of MLSM,such as high precision,good flexibility and no require of tooth mesh discretization into units.We input the quasi ellipsoid gear reconstruction model into simulation software,we complete tooth meshing simulation.Simulation transmission ratio during meshing period was obtained,compared with theoretical transmission ratio,the result inosculate preferably.The method using curve reconstruction realizes surface reconstruction,reduce simulation calculation enormously,so special gears simulation can be realized by minitype computer.The method provides a novel solution for special transmission 3D model simulation analysis and contact analysis.
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