论文标题
具有混合，高阶分散和立方非线性的媒体中的孤子
Solitons in media with mixed, high-order dispersion and cubic nonlinearity
论文作者
论文摘要
尽管大多数孤儿研究传统上都考虑了主要的二次分散，但最近发现的纯四分之一孤子的发现激发了对具有较高较高分散剂的孤子解决方案的分析。在这里，我们在任意分散命令和实用方法中介绍了对明亮孤子解决方案家族的分析表达，以获得相关的分散关系。这些结果为考虑高阶分散孤子子提供了一个框架，并显示了在高阶分散系统中进一步研究孤子的潜力。
Although most soliton research has traditionally considered dominant quadratic dispersion, the recent discovery of pure-quartic solitons has inspired analysis of soliton solutions with large higher orders of dispersion. Here we present analytic expressions for families of bright soliton solutions at arbitrary dispersion orders and practical methods to obtain the associated dispersion relations. These results provide a framework for considering higher order dispersion solitons and show the potential for further investigation of solitons in higher order dispersion systems.
