PLANAR MULTIPOLE FIELD OF A PERMANENT MAGNET SYSTEM WITH MULTI-SEGMENTED RING STRUCTURE

  • Expressions for the calculation of a planar permanent magnetic multipolewith multi-segmented ring structure are derived under the assumption of homogeneousmagnetization. Two types of magnets have been considered: the fixed-field type andthe field adjustable type.
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  • [1] 刘茂三、陈仁怀、吴文泰、李淑珍,多扇环形结构永磁多极系统场形的解析分析,未发表.[2]И. С. Градштейн, И. М. Рыжик, “Таблицы интегралов, сумм, Рядов и произвдении”(1971) P.59, Мocкoва (изд. пятое).[3] R.P.Holsinger, 1979 proton Linear Accelerator Conference.[4] K. Halbach. IEEE, Trans.,N5-26, No. 3(1979).
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Liu Mao-san, Chen Ren-huai, Wu Wen-tai and Li Shu-zhen. PLANAR MULTIPOLE FIELD OF A PERMANENT MAGNET SYSTEM WITH MULTI-SEGMENTED RING STRUCTURE[J]. Chinese Physics C, 1980, 4(6): 774-777.
Liu Mao-san, Chen Ren-huai, Wu Wen-tai and Li Shu-zhen. PLANAR MULTIPOLE FIELD OF A PERMANENT MAGNET SYSTEM WITH MULTI-SEGMENTED RING STRUCTURE[J]. Chinese Physics C, 1980, 4(6): 774-777. shu
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Received: 1980-04-14
Revised: 1900-01-01
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PLANAR MULTIPOLE FIELD OF A PERMANENT MAGNET SYSTEM WITH MULTI-SEGMENTED RING STRUCTURE

Abstract: Expressions for the calculation of a planar permanent magnetic multipolewith multi-segmented ring structure are derived under the assumption of homogeneousmagnetization. Two types of magnets have been considered: the fixed-field type andthe field adjustable type.

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