电机与控制学报
電機與控製學報
전궤여공제학보
ECTRIC MACHINES AND CONTROL
2015年
5期
37-43
,共7页
永磁同步发电机%模型重构法%静止边界法%铁耗
永磁同步髮電機%模型重構法%靜止邊界法%鐵耗
영자동보발전궤%모형중구법%정지변계법%철모
permanent magnet synchronous generator%model reconstruction method%stationary boundary method%iron loss
旋转磁场分布是永磁同步发电机铁心损耗计算的基础。目前,对于旋转磁场计算一般都是通过建立转子处于不同位置时有限元磁场模型来实现,即模型重构法。这种方法对于每一个转子位置的磁场分析都要重复建模-划分网格,从而使得整个分析过程效率低下。基于此,本文提出一种高效计算同步永磁发电机旋转磁场数的静止边界法,该方法通过改变静止边界节点磁位的耦合顺序来等效转子的旋转,克服了模型重构法电磁计算过程中需反复建立模型所导致效率低下的缺点。通过比较两种方法的计算结果,验证了静止边界法在电机旋转磁场计算中的正确性和高效性。同时静止边界法保证了在旋转磁场的计算过程中,定、转子模型中有限元单元的形状、位置及构成节点信息的一致性,为永磁同步电机铁耗分布的准确计算提供了单元磁密时域解。
鏇轉磁場分佈是永磁同步髮電機鐵心損耗計算的基礎。目前,對于鏇轉磁場計算一般都是通過建立轉子處于不同位置時有限元磁場模型來實現,即模型重構法。這種方法對于每一箇轉子位置的磁場分析都要重複建模-劃分網格,從而使得整箇分析過程效率低下。基于此,本文提齣一種高效計算同步永磁髮電機鏇轉磁場數的靜止邊界法,該方法通過改變靜止邊界節點磁位的耦閤順序來等效轉子的鏇轉,剋服瞭模型重構法電磁計算過程中需反複建立模型所導緻效率低下的缺點。通過比較兩種方法的計算結果,驗證瞭靜止邊界法在電機鏇轉磁場計算中的正確性和高效性。同時靜止邊界法保證瞭在鏇轉磁場的計算過程中,定、轉子模型中有限元單元的形狀、位置及構成節點信息的一緻性,為永磁同步電機鐵耗分佈的準確計算提供瞭單元磁密時域解。
선전자장분포시영자동보발전궤철심손모계산적기출。목전,대우선전자장계산일반도시통과건립전자처우불동위치시유한원자장모형래실현,즉모형중구법。저충방법대우매일개전자위치적자장분석도요중복건모-화분망격,종이사득정개분석과정효솔저하。기우차,본문제출일충고효계산동보영자발전궤선전자장수적정지변계법,해방법통과개변정지변계절점자위적우합순서래등효전자적선전,극복료모형중구법전자계산과정중수반복건립모형소도치효솔저하적결점。통과비교량충방법적계산결과,험증료정지변계법재전궤선전자장계산중적정학성화고효성。동시정지변계법보증료재선전자장적계산과정중,정、전자모형중유한원단원적형상、위치급구성절점신식적일치성,위영자동보전궤철모분포적준학계산제공료단원자밀시역해。
The iron loss of permanent magnet synchronous generator was calculated based on the rotating magnetic field distribution. At present, different finite element models corresponding to the positions of rotor were established to calculate the rotating magnetic field, i. e. , the model reconstruction method. The modeling-mesh process was repeated due to the different positions of rotor, which makes the whole a-nalysis process inefficient. Based on this, the stationary boundary method which can calculate the rotating magnetic field distribution with efficiency was proposed. By changing the coupling order of the boundary node’ s magnetic potential to equivalent to the rotor’ s position, the analysis process efficiency can be in-creased. By comparing the calculation results, correctness and efficiency of the stationary boundary meth-od were verified. At the same time, by using the stationary boundary method, the finite element ’ s shape, location and consistence to form the node information can be ensured. Magnetic flux density do-main solution were given for the accurate calculation of iron loss distribution.