| 平面上任意形状范围内的磁荷分布 |
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| 引用本文： | 仲维畅.平面上任意形状范围内的磁荷分布[J].无损检测,2008,30(1):23-25. |
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| 作者姓名： | 仲维畅 |
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| 作者单位： | 南京燃气轮机研究所,南京,210037 |
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| 摘 要： | 依据磁的库仑定律计算出几种最简单系统(一维5磁荷系统、一维7磁荷系统、一维正方形13磁荷系统和二维矩形17磁荷系统)的磁荷分布,进而得出解决平面上任意形状范围内磁荷分布问题的一般方法和具体步骤,从而证明平面上任意形状范围内的磁荷分布问题理论上可由磁偶极子法来解决。
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| 关 键 词： | 平面 任意形状范围 磁荷分布 磁偶极子法 |
| 文章编号： | 1000-6656(2008)01-0023-03 |
| 修稿时间： | 2005年8月4日 |
Distribution of Magnetic Charges in Arbitrarily-shaped Region on the Plane |
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| ZHONG Wei-Chang.Distribution of Magnetic Charges in Arbitrarily-shaped Region on the Plane[J].Nondestructive Testing,2008,30(1):23-25. |
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| Authors: | ZHONG Wei-Chang |
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| Affiliation: | ZHONG Wei-Chang(Nanjing Gas Turbine Research Institute; Nanjing 210037; China); |
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| Abstract: | The magnetic charge distribution of some simplest systems (one dimensional system of five magnetic charges, one dimensional system of seven charges, one dimensional square system of thirteen charges and two dimensional rectangle system of seventeen charges) was calculated according to Coulomb's law of magnetism. And then the general method and practical move to solve the problem of magnetic charges distribution in the region of arbitrarily shape on the plane were obtained. It is therefore proved that the problem of magnetic charges distribution in arbitrarily-shaped region on a plane might be solved by magnetic dipole method theoretically. |
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| Keywords: | Plane Arbitrarily-shaped region Magnetic charges distribution Magnetic dipole method |
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