论文标题
麦克斯韦 - 切尔尼 - 阵线 - 吉格斯模型中的涡流，具有非最小耦合
Vortices in Maxwell-Chern-Simons-Higgs models with nonminimal coupling
论文作者
论文摘要
我们研究了具有非微小耦合的广义Maxwell-Chern-Simons模型中涡流配置的存在，其中我们引入了一个函数，该函数修改了Lagrangian中标量场的动力学项。我们首先遵循以前的工作中已经考虑过的一条途径来开发Bogomol'nyi过程，在这种情况下，我们使用一阶方程来获得具有新颖行为的涡流。然后，我们走得更远，引入了一种新的程序来开发Bogomol'nyi方法。它支持不同的一阶方程，然后我们研究了另一个模型，其中涡流可能会导致磁通量的反转，这是在非微分环境中涡流研究中没有先例的效果。
We investigate the presence of vortex configurations in generalized Maxwell-Chern-Simons models with nonminimal coupling, in which we introduce a function that modifies the dynamical term of the scalar field in the Lagrangian. We first follow a route already considered in previous works to develop the Bogomol'nyi procedure, and, in this context, we use the first order equations to obtain a vortex with a novel behavior at its core. We then go further and introduce a novel procedure to develop the Bogomol'nyi methodology. It supports distinct first order equations, and we then investigate another model, in which the vortex may engender inversion of the magnetic flux, an effect with no precedents in the study of vortices within the nonminimal context.
