期刊文献+

静磁边值问题和魔球魔环式永磁体 被引量:2

Boundary-value problems of static magnetic field due to magic ring or magic sphere permanent magnet
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摘要 提供或补充了现行电动力学教科书中尚难见到的由泊松方程构成的静磁边值问题的趣例及其求解方法 .而且这些能产生均匀磁场的趣例与现代永磁体的发展和应用前沿密切相关 ,因而也是电磁理论联系工程实际的生动实例 . The magnetic field of a magic ring and magic sphere permanent magnet,as examples of Boundary value problems of Poisson equation,was analytically solved.
出处 《大学物理》 北大核心 2001年第3期17-20,共4页 College Physics
关键词 静磁场 永磁介质 边值问题 泊松方程 魔球魔环式永磁体 边值问题 static magnetic field boundary value problems magic ring magic sphere permanent magnet
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参考文献1

  • 1杰克逊J D 朱培豫译.经典电动力学[M].北京:人民教育出版社,1978.473-483.

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同被引文献14

  • 1E. P. Furlani, S. Reznik and W. Janson, A Three- Dimensional Field solution for Bipolar Cylinders [J]. IEEETrans. Magn. , 1994, 30(5):844-851.
  • 2E. P. Furlani, S. Reznik and A. Kroll A Three-Dimensional Field Solution for Radically Polarized Cylinders[J]. IEEE Trans. Magn., 1995,. 31 (1):2916-2919.
  • 3Yuriy N. Zhilichev Three-Dimensional Analytic Model of Permanent Magnet Axial Flux Machine[J] .IEEE Trans. Magn., 1998, . 34(6):3897- 3901.
  • 4I.S. Gradshteyn and I. M. Ryzhik, Tables of Integrals Series and Produets[M], New York: Academie Press, 1990.
  • 5K. Halbaeh Design of permanent multipole magnets with oriented rare earth cobalt materials[J]. Nuclear Instruments and Methods, 1980, 169.1-10.
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  • 7Moon G. Lee, Sung Q. Lee, Dae-Gab Gweon, Analysis of Halbach magnet array and its application to linear motor[J], Mechatronics, 2004, 14. 115- 128.
  • 8B.P. Hills, K.M. Wright and I3. G. Gillies. A low-field, low-cost Halbach magnet array for openaccess NMR[J], 2005,175(2) : 336-339.
  • 9S. ANFEROVA, V. ANFEROV, D.G. RATA, 1 B. BLU MIEH, J. ARNOLD, C. CLAUSER P. BLU MLER, H. RAICH. A Mobile NMR Device for Measurements of Porosity and Pore Size Distributions of Drilled Core Samples[J]. Concepts in Magnetic Resonance Part B (Magnetic Resonance Engineering), 2004, 23 (1):26-32.
  • 10H. Raich, P. Blumler Design and construction of a Dipolar Halbach Array with a Uniformity Field from Identical Bar Magnets: NMR Mandhalas [J]. Concepts in Magnetic Resonance Part B (Magnetic Resonance Engineering), 2004, 23(1) : 16-25.

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