Three-Dimensional Eddy Current Analysis by Hybrid Finite Element and Boundary Element Method
Three-Dimensional Eddy Current Analysis by Hybrid Finite Element and Boundary Element Method
批准号:
63550223
负责人:
ONUKI Takashi
金额:
$1.6万
依托单位国家:
日本
项目类别:
Grant-in-Aid for General Scientific Research (C)
财政年份:
1988
资助国家:
日本
项目状态:
已结题
起止时间:
1988 至 1990
中文摘要
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英文摘要
We have been developing the Hybrid Finite Element and Boundary Element Method for three-dimensional electromagnetic field analysis includes eddy current calculation. Among various electromagnetic quantities, the magnetic vector potential A and the electric scalar potential phi are widely used for the eddy current analysis. This approach is known as the A-phi method. We adopts the quantities A-phi in both the boundary element method and the finite element method. For some problems, it is very complicated to complicated to combine boundary conditions of the boundary element method with those of the usual finite element method. To avoid this difficulty, we have developed a novel boundary element formulation using magnetic potential.Although the A-phi method is theoretically satisfactory, we need four variables for each node in three-dimensional analysis. In order to reduce the number of unknown variables, we proposed the adoption of the magnetic field intensity H and the magnetic scalar potential psi in the hybrid method.We applied the proposed method to the real electric apparatus ; linear induction motor, magnetic levitation system, hyperthermia and superconducting magnet system.We also developed a novel optimal design method for electromagnetic fields. The optimal design method is based on a combination of the hybrid finite element and boundary element method for electromagnetic field calculation and the mathematical programming method for solving corresponding optimization problem. Application of the optimal design method to practical examples ; superconducting magnet system with magnetic shielding for Magnetic Resonance Imaging and hybrid magnet for magnetic levitation system, gave satisfying results.
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T.Onuki: "Improved boundary element formulation using scalar potential in hybrid BEーFE inethod applied to electromagnetic problems" Boundary Element 12th(SpringerーVerlag). 12. 295-305 (1990)
T.Onuki:“在应用于电磁问题的混合 BE-FE 方法中使用标量势改进了边界元公式”《边界元》第 12 期(Springer-Verlag)。
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T.Onuki: "Improved boundary element formulation using scalar potential in hybrid BEーFE method applied to electromagnetic problems" Boundary Element 12th ( SpringerーVerlag ). 12. 295-305 (1990)
T.Onuki:“在应用于电磁问题的混合 BE-FE 方法中使用标量势来改进边界元公式”《边界元》第 12 期(Springer-Verlag)。
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A.Ishiyama: "Optimal Design Technique for Magnetic field Problems using Hybrid Finite-Boundary Element Method and Mathematical Programming Method" Advances in Boundary Elements. 2. 196-206 (1989)
A.Ishiyama:“使用混合有限边界元法和数学规划方法的磁场问题优化设计技术”边界元进展。
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H.Amano: "Design of the Hybrid Magnet in the Magnctic Levitation System by the Boundary Element MethoD" Proc.of the 11th Int.Cont.on Magnetically Lavitater System and Linear Drives. 441-446 (1989)
H.Amano:“通过边界元法设计磁悬浮系统中的混合磁体”第 11 届磁悬浮系统和线性驱动器国际会议论文集。
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T. Onuki et al: "Investigation of End Effect and grad phi on Linear Induction Motor with Short Secondary" Trans. of IEE of Japan. 108-D. 1049-1055 (1988)
T. Onuki 等人:“短次级线性感应电机端部效应和梯度 phi 的研究”Trans。
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