论文标题
在正常和异常速度分散下自注射锁定方案中孤子脉冲产生的数值研究
Numerical study of solitonic pulse generation in the self-injection locking regime at normal and anomalous group velocity dispersion
论文作者
论文摘要
我们开发了一个原始模型，描述了自我注射锁定体制中频率梳子的生成过程，并对此过程进行了数值模拟。在数值上研究了在异常速度速度分散下的自我注射锁定方案中耗散kerr孤子的代数。根据锁定阶段的不同方式，确定了孤子激发的不同状态，确定了反向散射参数和泵功率。还提出并从数字上确认，自我注射锁定可能为在正常组速度分散下生成频率梳子的生成提供简便的方法。详细展示了Platicon的产生并进行了详细研究。发现提供platicon激发的参数范围。
We developed an original model describing the process of the frequency comb generation in the self-injection locking regime and performed numerical simulation of this process.Generation of the dissipative Kerr solitons in the self-injection locking regime at anomalous group velocity dispersion was studied numerically. Different regimes of the soliton excitation depending on the locking phase, backscattering parameter and pump power were identified. It was also proposed and confirmed numerically that self-injection locking may provide an easy way for the generation of the frequency combs at normal group velocity dispersion. Generation of platicons was demonstrated and studied in detail. The parameter range providing platicon excitation was found.
