Analytical Solution of Air-Gap Field in Permanent-Magnet Motors Taking Into Account the Effect of Pole Transition Over Slots
By Zhuangjian Liu, J. T. Li. IEEE transactions on magnetics, 2007
137 citations recorded by the source corpus.
Subfields: Control and Systems Engineering, Electrical and Electronic Engineering
View Paper: https://www.semanticscholar.org/paper/c4622d4a8d582c887904a9d0f2714a1dae794c1b
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Control and Systems Engineering
- Abderrezak Rezzoug
- Thierry Lubin
- Smail Mezani
- Lijian Wu
- Zhen Ping Xia
- Z. Q. Zhu
- Christophe Espanet
- Frédéric Dubas
In Electrical and Electronic Engineering
- Abderrezak Rezzoug
- Thierry Lubin
- Smail Mezani
- Lijian Wu
- Zhen Ping Xia
- Z. Q. Zhu
- Christophe Espanet
- Frédéric Dubas
Citations in the corpus
- 2-D Exact Analytical Model for Surface-Mounted Permanent-Magnet Motors With Semi-Closed Slots (2011, methodology): “Recent comprehensive reviews on this subje ct can be found in the literature [1], [2] and [3] and will n ot be developed in detail here.”
- Exact Analytical Method for Magnetic Field Computation in the Air Gap of Cylindrical Electrical Machines Considering Slotting Effects (2010, methodology): “However, the sub-domain models in [13]–[15] are developed for a single slot, so the interaction between neighboring slots is ignored.”
- Analytical Solution of the Magnetic Field in Permanent-Magnet Motors Taking Into Account Slotting Effect: No-Load Vector Potential and Flux Density Calculation (2009, methodology): “[35] developed an analytical solution of air-gap field in PM motors taking into account the effect of pole transition over slots.”
- An Accurate Subdomain Model for Magnetic Field Computation in Slotted Surface-Mounted Permanent-Magnet Machines (2010, methodology): “The scalar potential distribution along each slot opening is predicted in Cartesian coordinates in [70] and [71] but in polar coordinates in [72].”
- General Formulation of the Electromagnetic Field Distribution in Machines and Devices Using Fourier Analysis (2010, methodology): “The technique for solving this type of boundary conditions is for example discussed in [18], [22].”