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首页> 外文期刊>International journal of modern physics, D. Gravitation, astrophysics, cosmology >A NEW MECHANISM FOR PARTICLE ACCELERATION IN RELATIVISTIC JETS
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A NEW MECHANISM FOR PARTICLE ACCELERATION IN RELATIVISTIC JETS

机译:相对论射流中粒子加速的新机制

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We compare different acceleration mechanisms in application to relativistic jets and show that the converter mechanism, suggested recently, is the least sensitive to the geometry of the magnetic field in accelerators, and can routinely operate up to cosmic-ray energies close to the fundamental limit. The converter mechanism utilizes multiple conversions of charged particles into neutral ones (protons to neutrons and electrons/positrons to photons) and back by means of photon-induced reactions or inelastic nucleon-nucleon collisions. It works efficiently both in relativistic shocks and in shear flows under the conditions typical for active galactic nuclei, gamma-ray bursts, and microquasars, where it often outperforms the standard diffusive shock acceleration. The main advantages of the converter mechanism in such environments are that it greatly diminishes particle losses downstream and avoids the reduction in the energy gain factor, which normally takes place due to the highly collimated distribution of accelerated particles. We also discuss the properties of gamma-ray radiation, which accompanies acceleration of cosmic rays via the converter mechanism and can provide evidence for the latter. In particular, we point out that the opening angle of the radiation beam-pattern is different at different photon energies, which is relevant to the observability of gamma-ray sources as well as to their timing properties.
机译:我们比较了应用于相对论射流的不同加速机制,并表明最近提出的转换机构对加速器中的磁场几何形状最不敏感,并且可以常规运行至接近基本极限的宇宙射线能量。转换机制利用带电粒子多次转换成中性粒子(质子到中子,电子/正电子到光子),再通过光子诱发的反应或非弹性核子-核子碰撞将其转换回去。在相对活动性冲击和剪切流中,它在活跃的银河核,伽马射线爆发和微类星体的典型条件下均能有效工作,在这些条件下,其性能通常优于标准的扩散冲击加速度。在这种环境下,转换机构的主要优点在于,它可以大大减少下游的颗粒损失,并避免了能量增益因子的降低,这通常是由于加速颗粒的高度准直分布而发生的。我们还讨论了伽玛射线辐射的特性,该特性伴随着通过转换机构加速宇宙射线,并可以为后者提供证据。特别地,我们指出,辐射束图的开度角在不同的光子能量下是不同的,这与伽马射线源的可观察性及其定时特性有关。

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