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First adiabatic invariant of a charged particle modified in a time-dependent magnetic field

机译:在随时间变化的磁场中修饰的带电粒子的第一绝热不变量

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摘要

The mechanics of the change of the first adiabatic invariant of a nonrelativistic charged particle due to the linear change with time of the spatially-uniform magnetic induction is studied with the aid of an approximate analytic formalism. The same formalism enables one also to undertake an analytic study of the motion of the guiding center of the gyrating particle. The accuracy of the formalism is checked by comparing it with numerical calculations. The results obtained within the formalism are thoroughly compared with a former study of the mechanics of the change of the first adiabatic invariant done by Borovsky and Hansen [Phys. Rev. A 43, 560 (1991)] mainly on the basis of computer simulations. The examined changes of the magnetic field are small compared to the original field and occupy a-time period much longer than one gyroperiod. (C) 1999 American Institute of Physics. [S1070-664X(99)00702-8]. [References: 32]
机译:借助近似解析形式主义,研究了由于空间均匀磁感应强度随时间的线性变化而引起的非相对论性带电粒子的第一绝热不变量的变化机理。同样的形式主义也使人们能够对旋转粒子的导向中心的运动进行分析研究。通过与数值计算进行比较来检查形式主义的准确性。在形式主义中获得的结果与由Borovsky和Hansen [Phys。 Rev. A 43,560(1991)]主要基于计算机模拟。所检查的磁场变化与原始磁场相比很小,并且占用的时间比一个陀螺仪要长得多。 (C)1999美国物理研究所。 [S1070-664X(99)00702-8]。 [参考:32]

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