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METHOD OF SLOW REMOVAL OF A BEAM OF CHARGED PARTICLES FROM A RING ACCELERATOR

机译:从环加速器中缓慢去除带电粒子束的方法

摘要

FIELD: physics.;SUBSTANCE: invention relates to method for removal of particles from ring accelerators and primarily from ring accelerators with a constant magnetic field and a practically constant radius. For removal of particles, the reflection of particles by fields of permanent magnets is used, in which the angle of reflection is equal to the angle of incidence and does not depend on the velocity (energy and momentum) of the particles, depth of penetration of particles in a field with induction Bz depends on the momentum (energy) of the particles and is related by , where: P is the total momentum of the particles, Pcosa is the component of the momentum along the y axis, Bz and Bz,cp – induction and average induction of the field of the magnet, q – particle charge, ym – depth of penetration of particles in the field of a magnet. In the case of elastic reflection, the reflection angle is always equal to the angle of incidence and does not depend on the velocity (energy) of the particles, and the depth of penetration of the particles in the field depends on their energy. If the depth of penetration of particles in the field is smaller than the transverse dimension of the dipole, the particles are reflected and fall into another similar dipole and return to the equilibrium orbit of the accelerator. When, with increasing particle energy, the depth of their penetration in the dipole field becomes larger than the transverse dimension of the dipole, the particles pass through the dipole and are withdrawn from the accelerator.;EFFECT: possibility of automatic removal of charged particles provided they reach a given output energy.;1 cl, 1 dwg
机译:用于从环形加速器,主要是从环形加速器中去除具有恒定磁场和实际上恒定半径的颗粒的方法技术领域本发明涉及一种用于从环形加速器并且主要是从环形加速器中去除具有恒定磁场和实际上恒定半径的颗粒的方法。为了去除颗粒,使用了永磁体磁场对颗粒的反射,其中反射角等于入射角,并且不取决于颗粒的速度(能量和动量),穿透深度。具有感应B z 的场中的粒子取决于粒子的动量(能量),并且与,其中:P是粒子的总动量,Pcosa是沿y轴的动量的分量B z 和B z, cp –磁场的感应和平均感应,q –粒子电荷,y m –粒子在磁体磁场中的穿透深度。在弹性反射的情况下,反射角始终等于入射角,并且不取决于粒子的速度(能量),并且粒子在电场中的穿透深度取决于其能量。如果粒子在电场中的穿透深度小于偶极子的横向尺寸,则粒子将被反射并落入另一个类似的偶极子中,并返回到加速器的平衡轨道。当随着粒子能量的增加,其在偶极子场中的渗透深度变得大于偶极子的横向尺寸时,粒子将穿过偶极子并从加速器中撤出;效果:可能自动去除所提供的带电粒子它们达到给定的输出能量。; 1 cl,1 dwg

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