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Airgap-harmonic-oriented Partitioned Design Method of PMV Motor with Improved Torque Performances
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作者 Zhaopeng Wu Li Quan +3 位作者 Zixuan Xiang Deyang Fan Tengguang Wang Xiaoyong Zhu 《CES Transactions on Electrical Machines and Systems》 EI CSCD 2024年第1期43-50,共8页
Here,we introduce a partitioned design method that is oriented toward airgap harmonic for permanent magnet vernier(PMV)motors.The method proposes the utilization of airgap flux harmonics as an effective bridge between... Here,we introduce a partitioned design method that is oriented toward airgap harmonic for permanent magnet vernier(PMV)motors.The method proposes the utilization of airgap flux harmonics as an effective bridge between the torque design region and the torque performances.To illustrate the efficacy of this method,a partitioned design PMV motor is presented and compared with the initial design.Firstly,the torque design region of the rotor is artfully divided into the torque enhancement region and ripple reduction region.Meanwhile,the main harmonics that generate output torque are chosen and enhanced,optimization.Moreover,the harmonics that generate torque ripple are selected and reduced based on torque harmonics optimization.Finally,the functions of the partitioned PMV motor torque are assessed based on the finite element method.By the purposeful design of these two regions,the output torque is strengthened while torque ripple is inhibited effectively,verifying the effectiveness and reasonability of the proposed design method. 展开更多
关键词 Permanent magnet vernier(PMV)motor Airgap flux harmonic partitioned design Low torque ripple
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完美门限方案的组合构造
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作者 李明超 梁淼 杜北梁 《中国科学:数学》 CSCD 北大核心 2013年第6期625-634,共10页
部分平衡t-设计t-(v,b,w;1,0)(X,A)称为可划分的,如果它同时也是一个部分平衡(t-1)-设计(t-1)-(v,b,w;λt-1,0)并且可将区组集A划分为A1,...,Aλt-1,使得每个(X,Ai)(1≤i≤λt-1)是一个部分平衡(t-1)-设计(t-1)-(v,b/λt-1,w;1,0).本文... 部分平衡t-设计t-(v,b,w;1,0)(X,A)称为可划分的,如果它同时也是一个部分平衡(t-1)-设计(t-1)-(v,b,w;λt-1,0)并且可将区组集A划分为A1,...,Aλt-1,使得每个(X,Ai)(1≤i≤λt-1)是一个部分平衡(t-1)-设计(t-1)-(v,b/λt-1,w;1,0).本文证明可划分部分平衡t-设计PPBDt-(v,b,w;λt-1,1,0)的存在性蕴含着完美(t,w,v;λt-1)-门限方案的存在性;而且在某些情况下,最优可划分部分平衡t-设计OPPBD(t,w,v)的存在性等价于最优(t,w,v)-门限方案的存在性.由此我们得到了最优(t,w,v)-门限方案的一些新的无穷类. 展开更多
关键词 最优门限方案 可划分部分平衡t-设计 可划分可分组t-设计
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