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Stimulated fission of high-order optical breather via pairwise interaction of solitons in model of nonlinear Schrodinger equation with variable coefficients

机译:变系数非线性薛定inger方程模型中孤子的成对相互作用引起的高阶光学通气的裂变

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摘要

Artificial periodic structures offers an additional degree of freedom in manipulation of nonlinear waves and solitons. It is shown that periodical variation of the coefficients of nonlinear Schrodinger equation allows to change soliton eigenvalues. Pairwise interaction of solitons is demonstrated. The interacting solitons can bo selected by appropriate period of the variation of the coefficients of nonlinear Schrodinger equation. The proposed approach for controlling soliton eigenvalues allows to manipulate soliton fission process.
机译:人工周期结构在非线性波和孤子的操纵中提供了额外的自由度。结果表明,非线性薛定inger方程系数的周期性变化可以改变孤子特征值。证明了孤子的成对相互作用。可以通过适当的非线性薛定inger方程系数变化周期来选择相互作用的孤子。所提出的用于控制孤子本征值的方法允许操纵孤子裂变过程。

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