期刊文献+

RPIM-FEM耦合法在电机运动问题的应用

RPIM-FEM Direct Coupling Method and Its Application on Motor Motion
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摘要 有限单元法在计算电机定、转子运动问题的时候,遇到了困难。运动时,定、转子的相对角度不断的改变,对不同转角的转子要进行多步的电磁场计算。而运动会造成气隙单元发生畸变,造成了有限元法求解运动问题时前处理复杂;由于不需要构成单元,无单元法可从根本上消除由转子位置变化引起的网格扭转变形。可将无单元法同有限元法耦合来求解运动问题,在气隙使用无单元法,在其他区域使用有限元网格。采用径向基点插值型无单元法(RPIM)和有限元(FEM)直接耦合方法来解决定、转子之间相对运动问题。计算结果证明,该耦合方法的计算精度满足要求。将其应用在电机电磁场数值计算中,可解决由于有限元法气隙单元畸变产生的误差。 The relative motion of stator and rotor on electric motor is difficultly solved by FEM. With the continuous motion, the dispositions of stator and rotor are changed, multiple steps computations on different rotor positions are needed. The motion causes the distortion of air gap element ,which makes the pre-processing complicated. The element-free method needn't element, which could solve distortion of air gap element by motion. The problem of mesh distortion could be solved by coupling of two methods, airgap is solved by RPIM, other area by FEM mesh. The coupling of element-free method and FEM could eliminate the influence of mesh distortion. A coupling method of radial point interpolation method and finite ele-ment method ( RPIM-FEM ) was presented to solve, the relative motion between the stator and rotor. The tests show that the solutions are accurate. The method is used in electromagnetic field of motor and could eliminate the errors due to distortion of airgap elements on FEM.
机构地区 沈阳化工大学
出处 《微特电机》 北大核心 2013年第10期5-7,共3页 Small & Special Electrical Machines
基金 国家自然科学基金资助项目(2012NYYDLGCXY0008)
关键词 RPIM无单元法 RPIM—FEM耦合法 电机运动 电磁场 RPIM element-free method RPIM-FEM coupling method motor motion electromagnetic field
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参考文献11

  • 1孙玉田,杨明.电机动态有限元法中的运动问题[J].大电机技术,1997(6):35-39. 被引量:18
  • 2胡岩.考虑饱和和运动的电机瞬态电磁场有限元计算[J].沈阳工业大学学报,1996,18(2):38-44. 被引量:7
  • 3严登俊,刘瑞芳,胡敏强,韩敬东.处理电磁场有限元运动问题的新方法[J].中国电机工程学报,2003,23(8):163-167. 被引量:70
  • 4Abdel R A,Coulomb J,Feliachi M,et al. Conception of an air-gap element for the dynamic analysis of the electromagnetic field in e- lectric machines [ J ]. IEEE Transactions on Magnetics, 1982, 18 (2) :655-659.
  • 5Chao B ,Chen S X, Liu Z J, et al. Electro-magnetic field analysis in rotational electric machines using finite element-analytical hy- brid method [ J ]. IEEE Transactions on Magnetics, 1994,30 ( 6 ) : 4314-4316.
  • 6Lee K, DeBortoli M J, Lee M J, et al. Coupling finite elements and analytical solution in the airgap of electric machines [ J ]- IEEE Transactions on Magnetics. 1991,27(5) :3955-3957.
  • 7Mar6chal Y. Some meshless methods for electromagnetic field com- putations [ J ]. IEEE Trans. on Mag. , 1998,34 ( 5 ) :3351-3354.
  • 8Cingoski V, Miyamoto N, Yamashita H. Element-free Galerkin method for electromagnetic field Computations I J ]. IEEE Trans. on Mag. , 1998,34 ( 5 ) : 3236-3239.
  • 9Ho S L, Yang S, Machado J M, et al. Applications of a meshless method in electromagnetics [ J ]. IEEE Trans. on Mag. , 2001,37 (5) :3198-3202.
  • 10Verardi S L L, Machado J M, Cardoso J R. The element- free Galerkin method applied to the study of fully developed magneto- hydrodynamic duct flows [ J ]. IEEE Trans. on Mag. , 2002,38 (2) :941-944.

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