On the theory of three-dimensional optical solitons

R. Mishaev, E. Teplitsky
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引用次数: 1

Abstract

Exact solutions of three-dimensional equations for optical solitons with allowance for non-linearity dispersion and fifth order non-linearity have been obtained. It is also demonstrated that the solutions can be found only if the energy exchange between the central and peripheral parts of the optical pulse is taken into account.
三维光学孤子理论
得到了考虑非线性色散和五阶非线性的光学孤子三维方程的精确解。还证明了只有考虑光脉冲中心和外围部分之间的能量交换才能找到解。
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