Opt Lett. 2018 Jun 1;43(11):2567-2570. doi: 10.1364/OL.43.002567.
Dissipative Kerr solitons can be generated within an existence region defined on a space of normalized pumping power versus cavity-pump detuning frequency. The contours of constant soliton power and constant pulse width in this region are studied through measurement and simulation. Such isocontours impart structure to the existence region and improve understanding of soliton locking and stabilization methods. As part of the study, dimensionless, closed-form expressions for soliton power and pulse width are developed (including Raman contributions). They provide isocontours in close agreement with those from the full simulation, and, as universal expressions, can simplify the estimation of soliton properties across a wide range of systems.
耗散克尔孤子可以在归一化泵浦功率与腔泵失谐频率的空间上定义的存在区域内产生。通过测量和模拟研究了该区域中恒定孤子功率和恒定脉冲宽度的等高线。这些等轮廓线赋予存在区域以结构，并提高了对孤子锁定和稳定方法的理解。作为研究的一部分，开发了孤子功率和脉冲宽度的无量纲封闭形式表达式（包括拉曼贡献）。它们提供的等高线与完全模拟的等高线非常吻合，并且作为通用表达式，可以简化在广泛的系统范围内估计孤子特性。
