论文标题
光纤中的$φψ$模型的量子和类似孤子的解决方案
Quantization and soliton-like solutions for the $ΦΨ$-model in a optic fiber
论文作者
论文摘要
在介质介质的介质模型的框架中，我们为限制在包含有限介质样品的圆柱腔中的电磁场的分析描述。该系统倾向于模拟光纤中的电磁场，其中两个不同的区域，真空区和一个介电区出现。引入了散射基础的完整描述，以及场量化和两点函数。此外，我们还确定了介电中的孤子样溶液，在非线性介电介质样品中传播。
In the framework of a mesoscopical model for dielectric media we provide an analytical description for the electromagnetic field confined in a cylindrical cavity containing a finite dielectric sample. This system is apted to simulate the electromagnetic field in a optic fiber, in which two different regions, a vacuum region and a dielectric one, appear. A complete description for the scattering basis is introduced, together with field quantization and the two-point function. Furthermore, we also determine soliton-like solutions in the dielectric, propagating in the sample of nonlinear dielectric medium.
