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Design Study of a Coupling RF Cavity for Three-Dimensional Laser Cooling

Design Study of a Coupling RF Cavity for Three-Dimensional Laser Cooling
三维激光冷却耦合射频腔的设计研究
批准号:
09554011
负责人:
OKAMOTO Hiromi
金额:
$7.17万
依托单位国家:
日本
项目类别:
Grant-in-Aid for Scientific Research (B)
财政年份:
1997
资助国家:
日本
项目状态:
已结题
起止时间:
1997 至 1999

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中文摘要
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英文摘要
The purpose of this project is to develop a novel three-dimensional laser cooling scheme for fast stored ion beams. The main results obtained during the term of the project are :1. It has been numerically demonstrated, with the tracking code "SAD" and molecular dynamics code "SOLID", that longitudinal laser cooling force can be extended to the transverse degrees of freedom of beam motion by employing the resonant coupling method.2. A low-power model of coupling RF cavity was designed and fabricated.3. It has been shown that the storage-ring lattice suitable for beam crystallization must satisfy the following two conditions : (a). the phase advance of betatron oscillation per lattice period is below about 127 degrees, and (b). the beam energy is less than the transition energy of the ring.4. Provided that the above-mentioned conditions are fulfilled, it is possible to produce an ultra-cold beam by means of the resonant coupling method.5. The relation between intra-beam heating rate and the amount of focusing field errors was studied.6. It has been concluded that, in order to stabilize a crystalline beam, a tapered cooling force is necessary.7. In order to generate a tapered light, a possible cooling scheme using multiple lasers has been proposed, and its validity was tested with molecular dynamics simulations.
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会议论文
T.Kihara,et al.: "Simulation Study of Three-dimensional Laser Cooling Schemes for Fast Stored Beams"ICR Annual Report. Vol.5. 54-55 (1998)
T.Kihara等人:“快速存储光束三维激光冷却方案的模拟研究”ICR年度报告。
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J.Wei: "Necessary Conditions for Attaining a Crystalline Beam" Physical Review Letters. (発表予定).
J. Wei:“获得晶体光束的必要条件”物理评论快报(即将出版)。
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H. Okamoto, et al.: "Theory of Tapered Cooling"Physical Review E. Vol. 58, No. 3. 3817-3825 (1998)
H. Okamoto 等人:“锥形冷却理论”物理评论 E. 卷。
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31
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