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Spiraling string in Gauss–Bonnet geometry

机译:高斯-帽形几何中的螺旋弦

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In this paper, we consider a spiraling string falling in the bulk with Gauss–Bonnet geometry that is holographically dual to a heavy particle rotating through a hot plasma at finite coupling. One finds such interesting simple problem provides a novel perspective on different channels of the energy loss in the corresponding strongly coupled theory. Depending on the sign of the coupling, one observes that the influence of finite coupling on total energy loss and contribution of drag force and radiation channels appears as a shift on curves with respect to the plasma with infinite coupling. Also we found that crossover between regime in which drag force contribution is predominant to regime in which energy loss is due to radiation, does not depend on the Gauss–Bonnet coupling.
机译:在本文中,我们考虑了一个螺旋状的弦,该螺旋状的弦呈高斯-帽形几何结构散布,在全息上与重粒子在有限耦合下通过热等离子体旋转时呈全息对偶。人们发现,这种有趣的简单问题为相应的强耦合理论中的能量损失的不同通道提供了新颖的视角。取决于耦合的符号,人们观察到有限耦合对总能量损失以及阻力和辐射通道的贡献的影响表现为相对于具有无限耦合的等离子体的曲线上的位移。我们还发现,在阻力作用主要是由于辐射导致能量损失的体系之间的交叉,并不取决于高斯-贝涅特耦合。

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