论文标题
2D Dilaton重力中类似扭结结构的方面
Aspects of kink-like structures in 2D dilaton gravity
论文作者
论文摘要
二维模型产生的拓扑结构在物理上是相关的，也是理解更复杂系统的第一步。在这项工作中，人们研究了在二维DILATON重力场景中出现的物质领域的类似扭结解决方案。考虑到这种情况，我们检查了物质字段和翻译模式的线性稳定性。由于发现的解决方案的特定曲线，必须对系统进行差异构型复杂性（DCC）分析，以确认结构的性质。此外，我们研究了固定时间（$ t = 0 $）的一对类似于扭结的解决方案，我们研究了内向和散射过程。
The topological structures that arise from two-dimensional models are relevant physically and the first step towards understanding more complex systems. In this work, one studies the kink-like solutions of the matter field that emerge in a two-dimensional dilaton gravity scenario. Considering this scenario, we examine the linear stability of the matter field and the translational mode. Due to the specific profile of the solutions found, a differential configurational complexity (DCC) analysis of the system was necessary to confirm the nature of the structures. Furthermore, we study the interforce and scattering process, considering a pair of kink-antikink-like solutions in a fixed time ($t=0$).
