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摘要:
The approach of expanding the magnetic scalar potential in a series of Legendre polynomials is suitable for designing a conventional superconducting magnetic resonance imaging magnet of distributed solenoidal configuration. Whereas the approach of expanding the magnetic vector potential in associated Legendre harmonics is suitable for designing a single-solenoid magnet that has multiple tiers, in which each tier may have multiple layers with different winding lengths. A set of three equations to suppress some of the lowest higher-order harmonics is found. As an example, a 4T single-solenoid magnetic resonance imaging magnet with 4 × 6 layers of superconducting wires is de signed The degree of homogeneity in the 0.5m diameter sphere volume is better than 5.8 ppm. The same degree of homogeneity is retained after optimal integralization of turns in each correction layer. The ratio Bm/Bo in the single-solenoid magnet is 30%lower than that in the conventional six-solenoid magnet. This tolerates higher rated superconducting current in the coil. The Lorentz force of the coil in the single-solenoid system is also much lower than in the six-solenoid system. This novel type of magnet possesses significant advantage over conventional magnets, especially when used as a super-high field functional magnetic resonance imaging magnet.
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篇名 A design of novel type superconducting magnet for super-high field functional magnetic resonance imaging by using the harmonic analysis method of magnetic vector potentials
来源期刊 中国物理(英文版) 学科 物理学
关键词 super-high field superconducting magnet for functional magnetic resonance imaging high homogeneity functional magnetic resonance imaging magnet single-solenoid type func- tional magnetic resonance imaging magnet magnetic vector potential harmonic anal
年,卷(期) 2002,(10) 所属期刊栏目
研究方向 页码范围 1008-1012
页数 5页 分类号 O4
字数 语种 英文
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节点文献
super-high field superconducting magnet for functional magnetic resonance imaging
high homogeneity functional magnetic resonance imaging magnet
single-solenoid type func- tional magnetic resonance imaging magnet
magnetic vector potential
harmonic anal
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期刊影响力
中国物理B(英文版)
月刊
1674-1056
11-5639/O4
北京市中关村中国科学院物理研究所内
eng
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17050
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